FN ISI Export Format VR 1.0 PT Journal AU Watts, DJ Dodds, PS Newman, MEJ TI Identity and search in social networks SO SCIENCE LA English DT Article NR 18 SN 0036-8075 PU AMER ASSOC ADVANCEMENT SCIENCE C1 Columbia Univ, Dept Sociol, New York, NY 10027 USA Columbia Univ, Dept Sociol, New York, NY 10027 USA Columbia Univ, Columbia Earth Inst, New York, NY 10027 USA Santa Fe Inst, Santa Fe, NM 87501 USA ID SMALL-WORLD AB Social networks have the surprising property of being "searchable": Ordinary people are capable of directing messages through their network of acquaintances to reach a specific but distant target person in only a few steps. We present a model that offers an explanation of social network searchability in terms of recognizable personal identities: sets of characteristics measured along a number of social dimensions. Our model defines a class of searchable networks and a method for searching them that may be applicable to many network search problems, including the location of data files in peer- to-peer networks, pages on the World Wide Web, and information in distributed databases. CR ADAMIC LA, 2001, PHYS REV E 2, V64 BARABASI AL, 1999, SCIENCE, V286, P509 BERNARD HR, 1988, ETHNOLOGY, V27, P155 BOLLOBAS B, 1985, RANDOM GRAPHS BREIGER RL, 1974, SOC FORCES, V53, P181 KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KIM BJ, 2002, PHYS REV E 2, V65 KLEINBERG J, 2000, P 32 ACM S THEOR COM KLEINBERG JM, 2000, NATURE, V406, P845 MANNEVILLE B, 1999, BIOL BUSINESS DECODI, PCH5 NADEL FS, 1957, THEORY SOCIAL STRUCT NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SIMMEL G, 1902, AM J SOCIOL, V8, P1 STROGATZ SH, 2001, NATURE, V410, P268 TRAVERS J, 1969, SOCIOMETRY, V32, P425 WATTS DJ, 1998, NATURE, V393, P440 WHITE H, 1970, SOC FORCES, V49, P259 WHITE HC, 1992, IDENTITY CONTROL EHLERS HJ, 1985, SOMETHING TC 0 BP 1302 EP 1305 PG 4 JI Science PY 2002 PD MAY 17 VL 296 IS 5571 GA 554BL PI WASHINGTON RP Watts DJ Columbia Univ, Dept Sociol, New York, NY 10027 USA J9 SCIENCE PA 1200 NEW YORK AVE, NW, WASHINGTON, DC 20005 USA UT ISI:000175713000050 ER PT Journal AU McCue, B TI Another view of the "small world" SO SOCIAL NETWORKS LA English DT Article NR 16 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 4915 Cherokee Ave, Alexandria, VA 22312 USA DE small world; acquaintance volume AB Coincidental re-introductions to established acquaintances suggest that one draws one's acquaintances from a hypothetical, homogeneous "small world", not to be confused with an acquaintance chain or an acquaintance volume. The world's size can be estimated from the coincidences, given an estimate of the acquaintance volume. A typical Freeman-Thompson phonebook test score and a dozen coincidental introductions give an estimated "small world" of about 1,300,000 persons. Even single cities are much larger, so this result points to the fragmented and insular structure not just of acquaintanceship volumes, but of the milieux from which they are drawn. Conversely, assumptions about the size of the world from which acquaintances are drawn can be combined with information on coincidental introductions to shed light on the size of the acquaintance volume. (C) 2002 Elsevier Science B.V. All rights reserved. CR BRIDGEMAN P, 1938, LOGIC MODERN PHYSICS EDWARDS AWF, 1992, LIKELIHOOD EXPANDED FELLER W, 1968, INTRO PROBABILITY TH, V1 GIGERENZER G, 1989, EMPIRE CHANCE PROBAB JEFFREYS H, 1961, THEORY PROBABILITY KILLWORTH PD, 1990, SOC NETWORKS, V12, P289 KOCHEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LASSWELL TE, 1965, CLASS STRATUM INTRO MCCUE B, 2000, MILITARY OPER RES, V5, P5 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PALMER J, 1975, JANES DICT NAVAL TER SOLOMONOFF R, 1952, B MATH BIOPHYS, V14, P153 SOLOMONOFF R, 1951, B MATH BIOPHYS, V13, P107 TRAVERS J, 1970, SOCIOMETRY, V32, P425 WATTS D, 1999, SMALL WORLDS DYNAMIC TC 0 BP 121 EP 133 PG 13 JI Soc. Networks PY 2002 PD MAY VL 24 IS 2 GA 542EP PI AMSTERDAM RP McCue B 4915 Cherokee Ave, Alexandria, VA 22312 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000175030800002 ER PT Journal AU Lopez, L Sanjuan, MAF TI Relation between structure and size in social networks SO PHYSICAL REVIEW E LA English DT Article NR 31 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Rey Juan Carlos, Dept Ciencias Expt & Ingn, Nonlinear Dynam & Chaos Grp, Tulipan S-N, Madrid 28933, Spain Univ Rey Juan Carlos, Dept Ciencias Expt & Ingn, Nonlinear Dynam & Chaos Grp, Madrid 28933, Spain ID SMALL-WORLD NETWORKS; DYNAMICS; WEB AB In the context of complex network systems, we model social networks with the property that there is certain degradation of the information flowing through the network. We analyze different kinds of networks, from regular lattices to random graphs. We define an average coordination degree for the network, which can be associated with a certain notion of efficiency. Assuming that there is a limit to the information a person may handle, we show that there exists a close relationship between the structure of the network and its maximum size. CR ACHACOSO TB, 1992, NEUROANATOMY C ELEGA ADAMIC LA, 1999, LECT NOTES COMPUT SC, V1696, P443 ALBERT R, CONDMAT0106096 ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 2000, PHYS REV LETT, V84, P5660 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BALL F, 1997, ANN APPL PROBAB, V7, P46 BARABSI AL, 2000, PHYSICA A, V281, P2115 BOOTS M, 1999, P ROY SOC LOND B BIO, V266, P1933 BRODER A, 2000, COMPUT NETW, V33, P309 CHERNIAK C, 1994, J NEUROSCI, V14, P2418 CHUNG FRK, 1986, P S APPL MATH, V34, P1 DUNBAR RIM, 1993, BEHAV BRAIN SCI, V16, P681 ERDOS P, 1960, EVOLUTION RANDOM GRA FALOUTSOS M, 1999, COMP COMM R, V29, P251 GLADWELL M, 2000, TIPPING POINT LITTLE GOLOMB D, 2000, NEURAL COMPUT, V12, P1095 KATZ L, 1953, PSYCHOMETRIKA, V18, P39 KEELING MJ, 1999, P ROY SOC LOND B BIO, V266, P859 KIRMAN A, 1986, ECONOMETRICA, V54, P129 KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LILJEROS F, 2001, NATURE, V411, P907 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEWMAN MEJ, 2001, P NATL ACAD SCI USA, V98, P404 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 SPORNS O, 2000, CEREB CORTEX, V10, P127 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 0 BP art. no. EP 036107 PG 7 JI Phys. Rev. E PY 2002 PD MAR VL 65 IS 3 PN 2A GA 533UN PI COLLEGE PK RP Lopez L Univ Rey Juan Carlos, Dept Ciencias Expt & Ingn, Nonlinear Dynam & Chaos Grp, Tulipan S-N, Madrid 28933, Spain J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548900030 ER PT Journal AU Bernardes, AT Stauffer, D Kertesz, J TI Election results and the Sznajd model on Barabasi network SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 27 SN 1434-6028 PU SPRINGER-VERLAG C1 Univ Fed Ouro Preto, Dept Fis, Campus do Morro do Cruzeiro, BR- 35400000 Ouro Preto, MG, Brazil Univ Fed Ouro Preto, Dept Fis, BR-35400000 Ouro Preto, MG, Brazil Univ Cologne, Inst Theoret Phys, D-50923 Cologne, Germany Budapest Univ Technol & Econ, Dept Theoret Phys, H-1111 Budapest, Hungary AB The network of Barabasi and Albert, a preferential growth model where a new node is linked to the old ones with a probability proportional to their connectivity, is applied to Brazilian election results. The application of the Sznajd rule, that only agreeing pairs of people can convince their neighbours, gives a vote distribution in good agreement with reality. CR ADLER J, 1991, PHYSICA A, V171, P453 ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 BARABASI AL, 1999, SCIENCE, V286, P509 BERNARDES AT, 2001, INT J MOD PHYS C, V12, P159 BORDOGNA CM, 2001, PHYS REV LETT, V87 BUNDE A, 1996, FRACTALS DISORDERED CHANG I, 2001, INT J MOD PHYS C, V12 COSTA RN, 1999, PHYS REV E, V60, P1067 DEFFUANT G, 2000, ADV COMPLEX SYST, V3, P87 DORNIC I, 2001, PHYS REV LETT, V87 HEGSELMANN R, 2001, 5 C SIM SOC KAZ DOLN HOLYST JA, 2001, ANN REV COMPUTATIONA, P275 KACPERSKI K, 2000, PHYSICA A, V287, P631 LIVERPOOL TB, 1996, PHYSICA A, V224, P589 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOREIRA AA, 2001, INT J MOD PHYS C, V12, P39 OCHROMBEL R, 2001, INT J MOD PHYS C, V12, P1091 PEKALSKI A, 2000, EXOTIC STAT PHYSICS, V285, P1238 REDNER S, 1998, EUR PHYS J B, V4, P131 SAHIMI M, 1994, APPL PERCOLATION THE STAUFFER D, 2000, INT J MOD PHYS C, V11, P1239 STAUFFER D, 1994, INTRO PERCOLATION TH STAUFFER D, 1991, J PHYS A-MATH GEN, V24, P909 SZNAJDWERON K, 2002, INT J MOD PHYS C, V13 SZNAJDWERON K, 2000, INT J MOD PHYS C, V11, P1157 TC 2 BP 123 EP 127 PG 5 JI Eur. Phys. J. B PY 2002 PD JAN VL 25 IS 1 GA 523WB PI NEW YORK RP Bernardes AT Univ Fed Ouro Preto, Dept Fis, Campus do Morro do Cruzeiro, BR-35400000 Ouro Preto, MG, Brazil J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000173979600014 ER PT Journal AU Kleinfeld, JS TI The small world problem SO SOCIETY LA English DT Article NR 8 SN 0147-2011 PU TRANSACTION PERIOD CONSORTIUM C1 Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA ID NETWORKS CR BLASS T, 1992, ADV EXP SOC PSYCHOL, V25, P277 GUIOT JM, 1976, EUROPEAN J SOCIAL PS, V6, P503 KAHNEMAN D, 1996, PSYCHOL REV, V103, P582 KAPLAN DE, 1996, AM ARCHIVIST, V59, P288 KLEINBERG JM, 2000, NATURE, V406, P845 KOCHEN M, 1989, SMALL WORLD TRAVERS J, 1969, SOCIOMETRY, V32, P425 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 61 EP 66 PG 6 JI Society PY 2002 PD JAN-FEB VL 39 IS 2 GA 506PM PI PISCATAWAY RP Kleinfeld JS Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA J9 SOCIETY PA RUTGERS UNIV, DEPT 8010, 35 BERRUE CIRCLE, PISCATAWAY, NJ 08854-8042 USA UT ISI:000172981000008 ER PT Journal AU Lahtinen, J Kertesz, J Kaski, K TI Scaling of random spreading in small world networks SO PHYSICAL REVIEW E LA English DT Article NR 16 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland Helsinki Univ Technol, Lab Computat Engn, FIN-02015 Espoo, Finland Helsinki Univ Technol, Res Ctr Computat Sci & Engn, FIN-02015 Espoo, Finland Tech Univ Budapest, Dept Theoret Phys, H-1111 Budapest, Hungary ID INTERNET AB In this study we have carried out computer simulations of random walks on Watts-Strogatz-type small world networks and measured the mean number of visited sites and the return probabilities. These quantities were found to obey scaling behavior with intuitkely reasoned exponents as long as the probability p of having a long range bond was sufficiently low. CR ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 FALOUTSOS M, 1999, COMP COMM R, V29, P251 JASCH F, 2001, PHYS REV E 1, V63 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, CONDMAT00004163 REDNER S, 1998, EUR PHYS J B, V4, P131 SCALA A, CONDMAT0004380 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 1 BP art. no. EP 057105 PG 3 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Lahtinen J Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100150 ER PT Book in series AU Small, H TI Charting pathways through science: Exploring Garfield's vision of a unified index to science SO WEB OF KNOWLEDGE - A FESTSCHRIFT IN HONOR OF EUGENE GARFIELD LA English DT Article NR 41 PU INFORMATION TODAY INC C1 Inst Sci Informat, Contract Res, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Contract Res, Philadelphia, PA 19104 USA ID CO-CITATION; SCIENTIFIC DISCOVERY; LITERATURES; SPECIALTY; CLUSTERS AB Garfield's invention of the Science Citation Index (SCI) made possible for the first time the study of the global communication network of science, including the critical linkages between disciplines. Using the SCI, pathways can be formed that traverse many scientific fields. The relationship of paths to the discovery process is explored, and how pathways defined by citation links can be used as a tool for understanding the discovery process and perhaps even aid in making discoveries. CR BERNAL JD, 1965, SCI HIST BURCH H, 1999, COMPUTER, V32, P97 BUSH V, 1945, ATLANTIC MONTHLY, V176, P101 CALLON M, 1986, MAPPING DYNAMICS SCI, P103 CHAKRABARTI S, 1999, SCI AM, V280, P54 CHEN JJ, 1999, STRUCT ENG MECH, V8, P401 CRANE D, 1972, INVISIBLE COLL DIFFU GARFIELD E, 1965, AM DOC, V14, P289 GARFIELD E, 1997, CELL DEATH DIFFER, V4, P352 GARFIELD E, 1981, INTRO IS ATLAS SCI B, V42 GARFIELD E, 1966, ISI ISI EASES SCI IN, V13, P2 GARFIELD E, 1965, NBS, V269, P189 GARFIELD E, 1959, P INT C SCI INF WASH, V1, P461 GARFIELD E, 1964, USE CITATION DATA WR HEILBRON JL, 1969, HIST STUD PHYS BIOL, V1, P211 HOLTON G, 1996, AM SCI, V84, P364 JAMMER M, 1966, CONCEPTUAL DEV QUANT KOESTLER A, 1964, ACT CREATION MCCAIN KW, 1995, J AM SOC INFORM SCI, V46, P306 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEURATH O, 1938, FDN UNITY SCI INT EN, V1, P1 PORTER AL, 1985, SCIENTOMETRICS, V8, P161 ROY N, 1995, CELL, V80, P167 SEDGEWICK R, 1983, ALGORITHMS SMALL H, 1989, J AM SOC INFORM SCI, V40, P152 SMALL H, 1986, J AM SOC INFORM SCI, V37, P97 SMALL H, 1973, J AM SOC INFORM SCI, V24, P265 SMALL H, 1999, LIBR TRENDS, V48, P72 SMALL H, 1974, SCI STUD, V4, P17 SMALL H, 1998, SCIENTOMETRICS, V43, P143 SMALL H, 1993, SCIENTOMETRICS, V26, P5 SMALL H, 1971, THESIS U WISCONSIN W SMALL HG, 1977, SOC STUD SCI, V7, P139 STENT GS, 1972, SCI AM, V227, P84 SWANSON DR, 1990, INFORM PROCESS MANAG, V26, P9 SWANSON DR, 1987, J AM SOC INFORM SCI, V38, P228 SWANSON DR, 1993, LIBR TRENDS, V41, P606 THAGARD P, 1992, CONCEPTUAL REVOLUTIO WHITE HD, 1996, LIBR TRENDS, V45, P239 WILSON EO, 1998, CONSILIENCE UNITY KN WOUTERS P, 1999, THESIS U AMSTERDAM A TC 0 BP 449 EP 473 PG 25 SE ASIST MONOGRAPH SERIES PY 2000 GA BR80U PI MEDFORD RP Small H Inst Sci Informat, Contract Res, 3501 Market St, Philadelphia, PA 19104 USA J9 ASIST MON SER PA 143 OLD MARLTON PIKE, MEDFORD, NJ 08055 USA UT ISI:000167603300024 ER PT Journal AU Small, H TI Charting pathways through science: Exploring Garfield's vision of a unified index to science SO ASIST MONOGRAPH SERIES LA English DT Article NR 42 PU INFORMATION TODAY INC C1 Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Philadelphia, PA 19104 USA ID CO-CITATION; SCIENTIFIC DISCOVERY; LITERATURES; SPECIALTY; CLUSTERS AB Garfield's invention of the Science Citation Index (SCI) made possible for the first time the study of the global communication network of science, including the critical linkages between disciplines. Using the SCI, pathways can be formed that traverse many scientific fields. The relationship of paths to the discovery process is explored, and how pathways defined by citation links can be used as a tool for understanding the discovery process and perhaps even aid in making discoveries. CR BERNAL JD, 1965, SCI HIST BURCH H, 1999, COMPUTER, V32, P97 BUSH V, 1945, ATLANTIC MONTHLY, V176, P101 CALLON M, 1986, MAPPING DYNAMICS SCI, P103 CHAKRABARTI S, 1999, SCI AM, V280, P54 CHEN CM, 1999, INFORM PROCESS MANAG, V35, P401 CRANE D, 1972, INVISIBLE COLL DIFFU GARFIELD E, 1965, AM DOC, V14, P289 GARFIELD E, 1997, CELL DEATH DIFFER, V4, P352 GARFIELD E, 1981, CURRENT CONTENT 1019, P42 GARFIELD E, 1966, KARGER GAZETTE 0305, V13, P2 GARFIELD E, 1965, NBS, V269, P189 GARFIELD E, 1959, P INT C SCI INF WASH, V1, P461 GARFIELD E, 1955, SCIENCE, V122, P108 GARFIELD E, 1964, USE CITATION DATA WR HEILBRON JL, 1969, HIST STUD PHYS BIOL, V1, P211 HOLTON G, 1996, AM SCI, V84, P364 JAMMER M, 1966, CONCEPTUAL DEV QUANT KOESTLER A, 1964, ACT CREATION MCCAIN KW, 1995, J AM SOC INFORM SCI, V46, P306 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEURATH O, 1938, FDN UNITY SCI INT EN, V1, P1 PORTER AL, 1985, SCIENTOMETRICS, V8, P161 ROY N, 1995, CELL, V80, P167 SEDGEWICK R, 1983, ALGORITHMS SMALL H, 1989, J AM SOC INFORM SCI, V40, P152 SMALL H, 1986, J AM SOC INFORM SCI, V37, P97 SMALL H, 1973, J AM SOC INFORM SCI, V24, P265 SMALL H, 1999, LIBR TRENDS, V48, P72 SMALL H, 1974, SCI STUD, V4, P17 SMALL H, 1998, SCIENTOMETRICS, V43, P143 SMALL H, 1993, SCIENTOMETRICS, V26, P5 SMALL H, 1971, THESIS U WISCONSIN M SMALL HG, 1977, SOC STUD SCI, V7, P139 STENT GS, 1972, SCI AM, V227, P84 SWANSON DR, 1990, INFORM PROCESS MANAG, V26, P9 SWANSON DR, 1987, J AM SOC INFORM SCI, V38, P228 SWANSON DR, 1993, LIBR TRENDS, V41, P606 THAGARD P, 1992, CONCEPTUAL REVOLUTIO WHITE HD, 1996, LIBR TRENDS, V45, P239 WILSON EO, 1998, CONSILLIENCE UNITY K WOUTERS P, 1999, THESIS U AMSTERDAM A TC 0 BP 449 EP 473 PG 25 JI ASIST Monogr. Ser. PY 2000 GA 395LD PI MEDFORD RP Small H Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA J9 ASIST MONOGR SER PA 143 OLD MARLTON PIKE, MEDFORD, NJ 08055-8750 USA UT ISI:000166581100025 ER PT Journal AU Newman, MEJ TI Models of the small world SO JOURNAL OF STATISTICAL PHYSICS LA English DT Article NR 61 SN 0022-4715 PU KLUWER ACADEMIC/PLENUM PUBL C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA DE small world; networks; disordered systems; graph theory; social networks ID RANDOM NETWORKS; INTERNET AB It is believed that almost any pair of people in the world can be connected to one another by a short chain of intermediate acquaintances, of typical length about six. This phenomenon, colloquially referred to as the "six degrees of separation," has been the subject of considerable recent interest within the physics community. This paper provides a short review of the topic. CR ADAMIC LA, 2000, SCIENCE, V287, PA2115 ALBERT R, 2000, CONDMAT0005085 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 ANDERSON RM, 1995, J MATH BIOL, V33, P661 BAK P, 1993, PHYS REV LETT, V71, P4083 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 2000, SCIENCE, V287, PA2115 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 1999, CONDMAT9903323 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BRODER A, 2000, P 9 INT WORLD WID WE DAS R, 1994, PARALLEL PROBLEM SOL DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, 2000, CONDMAT0004434 DOROGOVTSEV SN, 2000, EUROPHYS LETT, V50, P1 ERDOS P, 1959, PUBL MATH-DEBRECEN, V6, P290 FALOUTSOS M, 1999, COMP COMM R, V29, P251 FISHER ME, 1982, PHYS REV B, V26, P2507 GLADWELL M, 1998, NEW YORKER, V74, P52 GUARE J, 1990, 6 DEGREES SEPARATION JESPERSEN IM, 2000, CONDMAT0004214 JESPERSEN S, 2000, CONDMAT0004392 KASTURIRANGAN R, 1999, 1663 MIT AI LAB KEELING MJ, 1999, P ROY SOC LOND B BIO, V266, P859 KIRBY D, 1998, NY TIMES 0221 KLECZKOWSKI A, 1999, PHYSICA A, V274, P355 KLEINBERG JM, 2000, NATURE, V406, P845 KOCKEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 KRAPIVSKY PL, 2000, CONDMAT0005139 KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 KULKARNI RV, 1999, CONDMAT9905066 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MATHIAS N, 2000, CONDMAT0002076 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MONTROLL EW, 1982, P NATL ACAD SCI USA, V79, P3380 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, MONTE CARLO METHODS NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, 2000, CONDMAT0004163 REDNER S, 1990, AM J PHYS, V58, P267 REDNER S, 1998, EUR PHYS J B, V4, P131 REMES T, 1997, NY TIMES 0817 SATTENSPIEL L, 1988, MATH BIOSCI, V90, P367 SCALA A, 2000, CONDMAT0004380 SORNETTE D, 1997, J PHYSIQUE, V17, P431 VALENTE T, 1995, NETWORK MODELS DIFFU WAGNER A, 2000, SMALL WORLD INSIDE L WALSH T, 1999, P 16 INT JOINT C ART WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 21 BP 819 EP 841 PG 23 JI J. Stat. Phys. PY 2000 PD NOV VL 101 IS 3-4 GA 387KR PI NEW YORK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 J STATIST PHYS PA 233 SPRING ST, NEW YORK, NY 10013 USA UT ISI:000166122200005 ER PT Journal AU Goldstein, JR Warren, JR TI Socioeconomic reach and heterogeneity in the extended family: Contours and consequences SO SOCIAL SCIENCE RESEARCH LA English DT Article NR 23 SN 0049-089X PU ACADEMIC PRESS INC C1 Princeton Univ, Off Populat Res, 21 Prospect Ave,Room 205, Princeton, NJ 08544 USA Princeton Univ, Off Populat Res, Princeton, NJ 08544 USA Univ Washington, Ctr Studies Demog & Ecol, Ctr Stat & Social Sci, Dept Sociol, Seattle, WA 98195 USA ID ATTAINMENT AB The extended family is a potential source of contacts and resources with implications for inequality and the formation of status groups. In this paper, we analyze the social and economic characteristics of extended families in the General Social Survey and the newly available Study of American Families, focusing on the diversity and reach of the kin network. We find that there is a strong status gradient: those with the highest education and occupational earnings tend to have the most diverse and far-reaching family networks. Network diversity and reach are found to improve financial security, even after controlling for individual characteristics. Our findings have implications for the capacity of the extended family to compensate for cutbacks in public transfer programs like social security and welfare. Those who are most vulnerable in terms of their individual characteristics tend to have families that are in a relatively poor position to provide support. (C) 2000 Academic Press. 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PY 2000 PD SEP VL 29 IS 3 GA 344RE PI SAN DIEGO RP Goldstein JR Princeton Univ, Off Populat Res, 21 Prospect Ave,Room 205, Princeton, NJ 08544 USA J9 SOC SCI RES PA 525 B ST, STE 1900, SAN DIEGO, CA 92101-4495 USA UT ISI:000088772000004 ER PT Journal AU Kleinberg, JM TI Navigation in a small world - It is easier to find short chains between points in some networks than others. SO NATURE LA English DT Article NR 10 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA CR ADAMIC L, 1999, SPRINGER LECT NOTES, V1696, P443 ALBERT R, 1999, NATURE, V401, P130 BRAITENBERG V, 1991, ANATOMY CORTEX CORMEN T, 1990, INTRO ALGORITHMS KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KOCHEN M, 1989, SMALL WORLD MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PELEG D, 1989, J ASSOC COMPUT MACH, V36, P510 PIROLLI P, 1999, PSYCHOL REV, V106, P643 WATTS DJ, 1998, NATURE, V393, P440 TC 15 BP 845 EP 845 PG 1 JI Nature PY 2000 PD AUG 24 VL 406 IS 6798 GA 347AG PI LONDON RP Kleinberg JM Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000088903600028 ER PT Journal AU Louch, H TI Personal network integration: transitivity and homophily in strong-tie relations SO SOCIAL NETWORKS LA English DT Article NR 38 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 Princeton Univ, Princeton, NJ 08544 USA Princeton Univ, Princeton, NJ 08544 USA ID INTERPERSONAL-RELATIONS; DYNAMICS; MODELS; SEX AB This article combines studies of transitivity and homophily in an empirical analysis of personal network integration. Using a national sample of individual's personal networks, the paper reveals that transitivity explains a majority of cases of network integration with two important caveats: (1) recent work on networks and social structure points to important structural constraints on personal networks that shape their formation, and (2) homophily (e.g, sex or race) and choice homophily (e.g. religion) improve the likelihood of integration in personal networks. The results indicate that the second finding interacts with relationship length and the availability of focal points to organize individual contact. (C) 2000 Elsevier Science B.V. All rights reserved. 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Networks PY 2000 PD JAN VL 22 IS 1 GA 316AE PI AMSTERDAM RP Louch H Princeton Univ, Princeton, NJ 08544 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000087144500003 ER PT Journal AU Kluver, J Schmidt, J TI Social differentiation as the unfolding of dimensions of social systems SO JOURNAL OF MATHEMATICAL SOCIOLOGY LA English DT Article NR 33 SN 0022-250X PU GORDON BREACH SCI PUBL LTD C1 Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany DE social evolution; social differentiation; geometry of social spaces; cellular automata; genetic algorithm; social theory AB We argue that by the use of geometrical concepts it is possible to construct a mathematical model of social evolution, that is a model of the theory of social differentiation developed particularly by Habermas and Luhmann. To capture this theory it is necessary to define the concept of dimensions of social spaces. The model is implemented into a hybrid computer program which consists of a stochastic cellular automaton (CA) and a genetic algorithm (GA); the latter changes the rules of the CA. The most important results show that the model behaves in ways very similar to the social systems known from human history. So there may be mathematical reasons for the course human history has taken. 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PY 1999 VL 23 IS 4 GA 254AP PI READING RP Kluver J Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany J9 J MATH SOCIOL PA C/O STBS LTD, PO BOX 90, READING RG1 8JL, BERKS, ENGLAND UT ISI:000083589600004 ER PT Journal AU Roberts, RW Mason, JW Marler, PL TI A true specialist: Teaching sociology through a service- learning project involving the construction of a pit latrine SO TEACHING SOCIOLOGY LA English DT Article NR 20 SN 0092-055X PU AMER SOCIOLOGICAL ASSOC C1 Samford Univ, Dept Sociol, 800 Lakeshore Dr, Birmingham, AL 35229 USA Samford Univ, Dept Sociol, Birmingham, AL 35229 USA Univ Alabama, Birmingham, AL USA CR *ADPH, 1992, RUL STAT BOARD ENV H *US BUR CENS, 1995, STAT ABSTR US 1995 *US BUR CENS, 1996, STAT ABSTR US 1996 BADHAM A, 1993, THESIS U ALABAMA BIR BARLOW A, 1992, VANISHING AM OUTHOUS BENENSON AS, 1995, CONTROL COMMUNICABLE BRITTEN RH, 1942, AM J PUBLIC HEALTH, V32, P193 COCKERHAM WC, 1998, MED SOCIOLOGY DUTTON DB, 1986, APPL SOCIAL SCI CLIN, P31 FEINSTEIN JS, 1993, MILBANK Q, V71, P279 JOYCE B, 1986, MODELS TEACHING KORNBLUM W, 1998, SOCIAL PROBLEMS LANOIX JN, 1976, MANUEL TECHNICIEN SA MACIONIS JJ, 1997, SOCIOLOGY MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 SHERIF M, 1956, SCI AM, V195, P54 TIETZE PE, 1991, PRIMARY CARE, V18, P25 WEISS GL, 1997, SOCIOLOGY HLTH HEALI WEITZ R, 1996, SOCIOLOGY HLTH ILLNE WINBLAD U, 1997, 9112 WHOEOS SAN PROM TC 2 BP 407 EP 416 PG 10 JI Teach. 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PY 1999 PD OCT VL 27 IS 4 GA 252HV PI WASHINGTON RP Roberts RW Samford Univ, Dept Sociol, 800 Lakeshore Dr, Birmingham, AL 35229 USA J9 TEACH SOCIOL PA 1307 NEW YORK AVE NW #700, WASHINGTON, DC 20005-4712 USA UT ISI:000083496800008 ER PT Journal AU Campbell, SK TI PT 2000: Nurturing the profession SO PHYSICAL THERAPY LA English DT Editorial Material NR 22 SN 0031-9023 PU AMER PHYSICAL THERAPY ASSOC C1 Univ Illinois, Dept Phys Therapy, Coll Hlth & Human Dev Sci, 1919 W Taylor St,M C 898, Chicago, IL 60612 USA Univ Illinois, Dept Phys Therapy, Coll Hlth & Human Dev Sci, Chicago, IL 60612 USA CR 1997, PHYS THER, V77, P1163 *AM PHYS THER ASS, 1998, ANN REP 1998 *AM PHYS THER ASS, 1999, APTA VIS STAT PHYS T *AM PHYS THER ASS, 1999, MEMB MENT MEMB DIR *AM PHYS THER ASS, 1997, NORM MOD PHYS THER P *TASK FORC MEMB DE, STRAT PLAN MEMB DEV *US BUR CENS, 1996, CURR POP REP P25, V1130 *US DEP HHS, 1993, NIH PUBL BOWEN WG, 1998, SHAPE RIVER BYL NN, 1997, PHYS THER, V77, P269 CAMPBELL SK, IN PRESS PHYSICAL TH CAMPBELL SK, 1995, PHYS THER, V75, P585 GANDY J, 1993, ORTHOPAEDIC PRACTICE, V5, P6 GLADWELL M, 1999, NEW YORKER 0111, P52 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HISLOP HJ, 1975, PHYS THER, V55, P1069 MCNEIL JM, 1993, CURRENT POPULATI P70, V33 ROTHSTEIN JM, 1986, PHYS THER, V66, P1388 RUSHDIE S, 1999, GROUND HER FEET, P43 SAHRMANN SA, 1998, PHYS THER, V78, P1208 THRELKELD AJ, 1999, PHYS THER, V79, P567 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TC 0 BP 1058 EP 1068 PG 11 JI Phys. Ther. PY 1999 PD NOV VL 79 IS 11 GA 251PJ PI ALEXANDRIA RP Campbell SK Univ Illinois, Dept Phys Therapy, Coll Hlth & Human Dev Sci, 1919 W Taylor St,M C 898, Chicago, IL 60612 USA J9 PHYS THER PA 1111 N FAIRFAX ST, ALEXANDRIA, VA 22314 USA UT ISI:000083453800005 ER PT Journal AU Small, H TI A passage through science: Crossing disciplinary boundaries SO LIBRARY TRENDS LA English DT Article NR 31 SN 0024-2594 PU GSLIS PUBLICATIONS C1 Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Philadelphia, PA 19104 USA ID SCIENTIFIC DISCOVERY; CO-CITATION; LITERATURES AB A METHODOLOGY IS PRESENTED FOR CREATING pathways through the scientific literature following-strong co-citation links. A specific path is described starting in economics and ending in astrophysics traversing 331 documents. Special attention is given to where the path crosses disciplinary boundaries and how analogy can be used to model the thought: processes involved in such transitions. Implications of information pathways for retrieval, the unity of science, discovery, epistemology, and evaluation are discussed. CR BUSH V, 1945, ATLANTIC MONTHLY, V176, P101 CHEN C, 1999, P 10 ACM C HYP HYP 9, P51 CRANE D, 1972, INVISIBLE COLL DIFFU GARFIELD E, 1981, ESSAYS INFORMATION S, V4, P299 GRAFTON A, 1997, FOOTNOTE CURIOUS HIS HARARY F, 1972, GRAPH THEORY HARTIGAN JA, 1975, CLUSTERING ALGORITHM HILLIER FS, 1967, INTRO OPERATIONS RES HUMMON NP, 1989, SOC NETWORKS, V11, P39 KESSLER MM, 1963, AM DOC, V14, P10 KLEINBERG JM, 1998, P 9 ACM SIAM S DISCR KOCHEN M, 1989, SMALL WORLD KUHLTHAU CC, 1999, B AM SOC INFORM INF, V25, P12 LEE RCT, 1977, IEEE T COMPUT, V26, P288 LEMAINE G, 1976, PERSPECTIVES EMERGEN MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEURATH O, 1938, FDN UNITY SCI INT EN, V1, P1 SCHMITT FF, 1994, SOCIALIZING EPISTEMO SEDGEWICK R, 1983, ALGORITHMS SIMON HA, 1969, SCI ARTIFICIAL SMALL H, 1999, J AM SOC INFORM SCI, V50, P799 SMALL H, 1986, J AM SOC INFORM SCI, V37, P97 SMALL H, 1973, J AM SOC INFORM SCI, V24, P265 SMALL H, 1974, SCI STUD, V4, P17 SMALL H, 1998, SCIENTOMETRICS, V43, P143 SMALL H, 1997, SCIENTOMETRICS, V38, P275 SMALL H, 1985, SCIENTOMETRICS, V7, P391 STENT GS, 1972, SCI AM, V227, P84 SWANSON DR, 1997, ARTIF INTELL, V91, P183 WHITE H, 1997, ANN REV INFORMATION, V32, P3 WILSON EO, 1998, CONSILIENCE UNITY KN TC 6 BP 72 EP 108 PG 37 JI Libr. Trends PY 1999 PD SUM VL 48 IS 1 GA 245FZ PI CHAMPAIGN RP Small H Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA J9 LIBR TRENDS PA 501 E DANIEL ST, CHAMPAIGN, IL 61820-6211 USA UT ISI:000083096700006 ER PT Journal AU Watts, DJ TI Networks, dynamics, and the small-world phenomenon SO AMERICAN JOURNAL OF SOCIOLOGY LA English DT Article NR 62 SN 0002-9602 PU UNIV CHICAGO PRESS C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA ID SOCIAL NETWORKS; METAPOPULATION MODELS; CENTRALITY; EVOLUTION; DISEASE; SPREAD AB The small-world phenomenon formalized in this article as the coincidence of high local clustering and short global separation, is shown to be a general feature of sparse, decentralized networks that are neither completely ordered nor completely random. Networks of this kind have received little attention, yet they appear to be widespread in the social and natural sciences, as is indicated here by three distinct examples. Furthermore, small admixtures of randomness to an otherwise ordered network can have a dramatic impact on its dynamical, as well as structural, properties-a feature illustrated by a simple model of disease transmission. 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J. Sociol. PY 1999 PD SEP VL 105 IS 2 GA 241QY PI CHICAGO RP Watts DJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 AMER J SOCIOL PA 5720 SOUTH WOODLAWN AVE, CHICAGO, IL 60637-1603 USA UT ISI:000082895100005 ER PT Journal AU Giuffre, K TI Sandpiles of opportunity: Success in the art world SO SOCIAL FORCES LA English DT Article NR 31 SN 0037-7732 PU UNIV NORTH CAROLINA PRESS C1 Colorado Coll, Dept Sociol, Colorado Springs, CO 80903 USA Colorado Coll, Dept Sociol, Colorado Springs, CO 80903 USA AB This study conceptualizes artists' careers as transitions through positions within a constantly shifting web of relationships that are without a priori hierarchical demarcations. Network analysis of this shifting web from 1981 to 1992 produces three distinct career paths With differential outcomes in terms of the amount of critical notice received by each artist. Those who have had a long history of membership in loosely knit networks receive more critical attention than either artists who have had a long history of membership in tightly knit cliques or those with a history of sporadic connections to the art world. The career ladder is not so much a ladder as it is a sandpile, in which each actor's attempts to reach the top change the shape of the climb. 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Forces PY 1999 PD MAR VL 77 IS 3 GA 185NM PI CHAPEL HILL RP Giuffre K Colorado Coll, Dept Sociol, Colorado Springs, CO 80903 USA J9 SOC FORCES PA BOX 2288, JOURNALS DEPT, CHAPEL HILL, NC 27515-2288 USA UT ISI:000079675700001 ER PT Journal AU Mark, N TI Birds of a feather sing together SO SOCIAL FORCES LA English DT Article NR 66 SN 0037-7732 PU UNIV NORTH CAROLINA PRESS C1 Stanford Univ, Dept Sociol, Stanford, CA 94305 USA Stanford Univ, Dept Sociol, Stanford, CA 94305 USA ID STRUCTURAL EQUIVALENCE; SOCIAL-STRUCTURE; NETWORKS; ORGANIZATIONS; ARTS; PARTICIPATION; POPULATION; AMERICANS; COHESION; AUDIENCE AB This article presents an ecological theory of musical preference. A core idea of the theory is that musical forms depend on people for their existence. The theory argues that people are a resource for types of music; musical forms compete for the time, energy, and preferences of individuals. Musical types carve out niches in different sociodemographic segments of society. According to the theory, the niche pattern develops because musical Preferences are transmitted through homophilous social network ties; similar people interact with each other and develop similar musical tastes. The article develops six hypotheses that relate individuals' social positions to their musical preferences, Tests with 1993 General Social Survey data support these hypotheses. CR ARTIS B, 1975, BLUEGRASS LONESOME W BACKUS R, 1976, FIRE MUSIC POLITICAL BLAU JR, 1985, AM J SOCIOL, V91, P309 BLAU JR, 1989, SHAPE CULTURE BLAU PM, 1977, AM J SOCIOL, V83, P26 BLAU PM, 1982, AM SOCIOL REV, V47, P45 BLAU PM, 1977, INEQUALITY HETEROGEN BLAU PM, 1980, SOC FORCES, V58, P777 BLAU PM, 1993, SOC NETWORKS, V15, P201 BOURDIEU P, 1984, DISTINCTION SOCIAL C BOURDIEU P, 1977, POWER IDEOLOGY ED, P487 BRYSON B, 1996, AM SOCIOL REV, V61, P884 BURT RS, 1987, AM J SOCIOL, V92, P1287 BURT RS, 1978, SOCIOLOGICAL METHODS, V7, P189 CARLEY K, 1991, AM SOCIOL REV, V56, P331 CARLEY K, 1986, INSTR SCI, V14, P381 CARLEY K, 1986, J MATH SOCIOL, V12, P137 DIMAGGIO P, 1985, AM J SOCIOL, V90, P1231 DIMAGGIO P, 1987, AM SOCIOL REV, V52, P440 DIMAGGIO P, 1982, AM SOCIOL REV, V47, P189 DIMAGGIO P, 1990, SOC FORCES, V68, P753 DIMAGGIO P, 1978, THEOR SOC, V5, P141 ERICKSON BH, 1988, SOCIAL STRUCTURES NE, P99 FRIEDKIN NE, 1991, AM J SOCIOL, V96, P1478 FRIEDKIN NE, 1986, J MATH SOCIOL, V12, P103 GALTON F, 1883, HEREDITARY GENIUS IN GANS HJ, 1974, POPULAR CULTURE HIGH GOFFMAN E, 1951, BRIT J SOCIOL, V2, P294 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HANNAN MT, 1977, AM J SOCIOL, V82, P929 HEBDIGE D, 1979, SUBCULTURE MEANING S HUGHES M, 1983, AM BEHAV SCI, V26, P459 JONES L, 1963, BLUES PEOPLE NEGRO M JUDGE GG, 1988, INTRO THEORY PRACTIC KMENTA J, 1986, ELEMENTS ECONOMETRIC LARSON R, 1989, J YOUTH ADOLESCENCE, V18, P583 LAUMANN EO, 1973, BONDS PLURALISM FORM LYND RS, 1929, MIDDLETOWN MACARTHUR RH, 1972, GEOGRAPHICAL ECOLOGY MARSDEN PV, 1987, AM SOCIOL REV, V52, P122 MARSDEN PV, 1982, SOC FORCES, V60, P1023 MARSDEN PV, 1993, SOCIOL METHOD RES, V22, P127 MCPHERSON JM, 1996, AM SOCIOL REV, V61, P179 MCPHERSON JM, 1992, AM SOCIOL REV, V57, P153 MCPHERSON JM, 1987, AM SOCIOL REV, V52, P370 MCPHERSON JM, 1990, ORG EVOLUTION NEW DI, P224 MCPHERSON JM, 1991, SOC FORCES, V70, P19 MCPHERSON M, 1983, AM SOCIOL REV, V48, P519 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PETERSON RA, 1996, AM SOCIOL REV, V61, P900 PETERSON RA, 1992, POETICS, V21, P243 PETERSON RA, 1975, SOC FORCES, V53, P497 POPIELARZ PA, 1995, AM J SOCIOL, V101, P706 POPIELARZ PA, 1994, INT SOC NETW M NEW O PRICE SD, 1975, OLD HILLS STORY BLUE REED JS, 1982, 1 S ETHNIC APPROACH SCHILLER B, 1932, J SOC PSYCHOL, V3, P297 SIEGEL S, 1956, NONPARAMETRIC STAT S SMITH TW, 1994, 37 GSS NAT OP RES CT SNOW DA, 1980, AM SOCIOL REV, V45, P787 STARK R, 1980, AM J SOCIOL, V4, P85 SUN SW, 1986, J COMMUN, V36, P115 TRAVERS J, 1969, SOCIOMETRY, V32, P425 VEBLEN T, 1934, THEORY LEISURE CLASS WARNER WL, 1941, SOCIAL LIFE MODERN C WEBER M, 1978, EC SOC TC 1 BP 453 EP 485 PG 33 JI Soc. Forces PY 1998 PD DEC VL 77 IS 2 GA 152DR PI CHAPEL HILL RP Mark N Stanford Univ, Dept Sociol, Stanford, CA 94305 USA J9 SOC FORCES PA BOX 2288, CHAPEL HILL, NC 27515-2288 USA UT ISI:000077761100003 ER PT Journal AU Feld, SL Carter, WC TI When desegregation reduces interracial contact: A class size paradox for weak ties SO AMERICAN JOURNAL OF SOCIOLOGY LA English DT Article NR 41 SN 0002-9602 PU UNIV CHICAGO PRESS C1 Louisiana State Univ, Dept Sociol, Baton Rouge, LA 70803 USA Louisiana State Univ, Dept Sociol, Baton Rouge, LA 70803 USA ID RACIAL COMPOSITION; SOCIAL NETWORKS; FRIENDSHIPS; EMPLOYMENT; BEHAVIOR; SCHOOLS AB Increasing interracial contact is one of the goals of school desegregation policies. However, focusing upon weak ties as one important type of interracial contact, we show how reallocation of students among schools for desegregation may reduce opportunities for interracial contact. We analyze this apparent paradox and show that it is a member of the mathematical family of phenomena known as class size paradoxes. Then, we consider policy implications for schools and theoretical implications for understanding intergroup relations, and we suggest the need for empirical research to determine the practical value of applying the theory in this complex context. CR BERNARD HR, 1990, SOC NETWORKS, V12, P179 BLAU PM, 1977, INEQUALITY HETEROGEN BRADDOCK JH, 1987, J SOC ISSUES, V43, P5 BRADDOCK JH, 1985, J SOC ISSUES, V41, P9 BREWER MB, 1985, ANNU REV PSYCHOL, V36, P219 CLORE GL, 1978, J PERS SOC PSYCHOL, V36, P107 COLEMAN JS, 1966, EQUALITY ED OPPORTUN COLEMAN JS, 1964, INTRO MATH SOCIOLOGY DREEBEN R, 1986, AM SOCIOL REV, V51, P660 EPSTEIN JL, 1985, J SOC ISSUES, V41, P23 FARARO TJ, 1987, AM J SOCIOL, V92, P1183 FELD S, 1982, AM SOCIOL REV, V47, P797 FELD SL, 1991, AM J SOCIOL, V96, P1463 FELD SL, 1981, AM J SOCIOL, V86, P1015 FELD SL, 1980, FRONTIERS EC, V3, P110 FELD SL, 1977, RES HIGH EDUC, V6, P215 FISCHER CS, 1981, DWELL FRIENDS PERSON GRANOVETTER M, 1978, AM J SOCIOL, V83, P1420 GRANOVETTER M, 1970, AM J SOCIOL, V78, P1360 GRANOVETTER M, 1986, SCHO DESEGREGATION R, P81 HALLINAN MT, 1989, AM SOCIOL REV, V54, P67 HALLINAN MT, 1982, SOC FORCES, V61, P56 HALLINAN MT, 1985, SOC PSYCHOL QUART, V48, P3 HAMILTON DL, 1976, J SOC ISSUES, V32, P47 HANSELL S, 1984, SOC PSYCHOL QUART, V47, P316 HUCKFELDT RR, 1983, AM J SOCIOL, V89, P651 KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 KOSLIN S, 1972, SOCIOL EDUC, V45, P386 LIEBERSON S, 1981, ETHNIC SEGREGATION C, P61 MASSEY DS, 1988, SOC FORCES, V67, P281 MONTGOMERY JD, 1994, AM J SOCIOL, V99, P1212 ROSENFELD D, 1981, J EDUC PSYCHOL, V73, P17 ROSSELL CH, 1990, CARROT STICK SCH DES RYTINA S, 1982, AM J SOCIOL, V88, P88 SCHOFIELD JW, 1983, CONSEQUENCES SCH DES, P58 SCHOFIELD JW, 1995, HDB RES MULTICULTURA, P597 SCHOFIELD JW, 1995, HDB RES MULTICULTURA, P635 SCHOFIELD JW, 1991, REV RES EDUC, V17, P335 SEGAL MW, 1977, SOCIOMETRU, V40, P187 SKVORETZ J, 1983, AM SOCIOL REV, V48, P360 SLAVIN RE, 1995, HDB RES MULTICULTURA, P628 TC 2 BP 1165 EP 1186 PG 22 JI Am. J. Sociol. PY 1998 PD MAR VL 103 IS 5 GA ZC694 PI CHICAGO RP Feld SL Louisiana State Univ, Dept Sociol, Baton Rouge, LA 70803 USA J9 AMER J SOCIOL PA 5801 S ELLIS AVENUE, CHICAGO, IL 60637 USA UT ISI:000072607200001 ER PT Journal AU Kusa, Z TI Social network analysis in sociological research SO SOCIOLOGIA LA Slovak DT Article NR 59 SN 0049-1225 PU SLOVAK ACADEMIC PRESS LTD C1 SAV,SOCIOL USTAV,KLEMENSOVA 19,BRATISLAVA 81364,SLOVAKIA ID STRUCTURAL EQUIVALENCE; COHESION; SUPPORT; POWER AB The aim of the paper is to introduce the conceptual framework, methods and thematic Focus of social network analysis as it is presented in the works of B. Wellman, D. Knoke, S. Wasserman, M. Granovetter and the other scholars. The paper describes the relationship of the network analysis to dominant perspectives and explanatory schemes. Network analysis is presented here as the critical response to mainstream sociological research based on atomistic idea of social action and explaining social processes as the outcome of personal attributes and interiorised social norms. Special attention is given to basic network concepts and measures (density, structural equivalence, centrality/prestige prominence, bridge, broker, etc.), and to the description of various network analysis applications (occupational mobility, diffusion of innovation, the study of local and economic elites, inter-organizational cooperation, voting behaviour, etc.). Illustrations are also used from the author's life-history research projects (study of bourgeois elite under socialism and poor families) The author stresses the importance of the study of social relational context, which is rather neglected in Slovak sociology and regards as the main contributions of network analysis its emphasis on relational character of social action and precise elaboration of the concepts used in sociology rather in metaphorical way. She follows the view of D. Knoke (1994) that social network approach should be not taken as a competing paradigm but rather as the one embedding the normative and objective-rationalistic paradigms in the relational context of opportunities and limits for the exchange of information and sources. 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Sociol. PY 1997 PD JUL VL 25 IS 3 GA XN045 PI WASHINGTON RP Giuffre K COLORADO COLL,DEPT SOCIOL,COLORADO SPRINGS,CO 80903 J9 TEACH SOCIOL PA 1722 N ST NW, WASHINGTON, DC 20036-2981 UT ISI:A1997XN04500003 ER PT Journal AU Fararo, TJ TI Reflections on mathematical sociology SO SOCIOLOGICAL FORUM LA English DT Review NR 152 SN 0884-8971 PU PLENUM PUBL CORP C1 UNIV PITTSBURGH,DEPT SOCIOL,PITTSBURGH,PA 15260 DE mathematical sociology; sociological theory; history of sociology; formal theory; mathematical models ID E-STATE STRUCTURALISM; WEAK-TIES; NETWORKS; STRENGTH; SYSTEMS AB As a participant in the development of mathematical sociology over the past several decades, the author undertakes a personal and historical review of the field. A special effort is made to link early innovations and interests to recent developments. The paper deals successively with (a) the origins of mathematical sociology and its early achievements, (b) the cognitive interests and values of mathematical sociologists in relation to ideas associated with the founders of sociology, (c) the scope of mathematical contributions in terms of the general components of human action and society, and (d) the problematic specialty status of mathematical sociology. The paper concludes with some thoughts on the future of mathematical sociology. 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Sci. Res. PY 1993 PD MAR VL 22 IS 1 GA KM957 PI SAN DIEGO RP STEVENSON WB BOSTON COLL,SCH MANAGEMENT,DEPT ORG STUDIES,CHESTNUT HILL,MA 02167 J9 SOC SCI RES PA 525 B ST, STE 1900, SAN DIEGO, CA 92101-4495 UT ISI:A1993KM95700005 ER PT Journal AU GILLY, MC STEVENSON, WB YALE, LJ TI DYNAMICS OF COMPLAINT MANAGEMENT IN THE SERVICE ORGANIZATION SO JOURNAL OF CONSUMER AFFAIRS LA English DT Article NR 53 SN 0022-0078 PU UNIV WISCONSIN PRESS C1 UNIV CALIF IRVINE,GRAD SCH MANAGEMENT,IRVINE,CA 92717 BOSTON COLL,DEPT ORG STUDIES,CHESTNUT HILL,MA 02167 FT LEWIS COLL,SCH BUSINESS ADM,DURANGO,CO 81301 ID COMMUNICATION; BEHAVIOR; RICHNESS; DESIGN; WORK AB While the consumer affairs and services marketing literatures recognize the importance of input from customers, little is known about how customer feedback systems might operate, particularly in dealing with customer complaints. This paper offers an information processing model of the complaint information flow within the organization and poses hypotheses based on the suggested model. A new field study technique using a type of network analysis is used to empirically test hypotheses and discover barriers and facilitators to the flow of communications. The study provides insight concerning how complaint information flows through the organization after it has been received by a customer contact employee. The results provide support for the thesis that the role of complaint handler and manager in providing the service is at least as important as the role of the customer contact employee. 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PY 1983 VL 21 IS 1 GA QV972 PI GENEVA 19 RP UNIV S CAROLINA,DEPT SOCIOL,COLUMBIA,SC 29208 J9 INT MIGR PA PO BOX 71, CH-1211 GENEVA 19, SWITZERLAND UT ISI:A1983QV97200005 ER PT Journal AU BIRKEL, RC REPPUCCI, ND TI SOCIAL NETWORKS, INFORMATION-SEEKING, AND THE UTILIZATION OF SERVICES SO AMERICAN JOURNAL OF COMMUNITY PSYCHOLOGY LA English DT Article NR 56 SN 0091-0562 PU PLENUM PUBL CORP C1 UNIV VIRGINIA,DEPT PSYCHOL,CHARLOTTESVILLE,VA 22901 CR 1973, MAY BERK NAT C RES M ABERNETHY VD, 1973, INT J SOCIOL FAM, V3, P86 ALLAN GA, 1979, SOCIOLOGY FRIENDSHIP BABCHUK N, 1963, AM SOCIOLOGICAL REV, V21, P377 BOOTH A, 1972, J HEALTH SOC BEHAV, V13, P90 BRONFENBRENNER U, 1975, DHEW ODH7630025 PUBL CAPLAN G, 1974, SUPPORT SYSTEMS COMM CASSEL J, 1974, INT J HLTH SERVICES, V4, P471 CHASE HC, 1973, AM J PUBLIC HLTH S, V63 CHILMAN C, 1973, REV CHILD DEV RES, V3 CLARKESTEWART KA, 1978, AM PSYCHOL, V33, P359 CROOG SH, 1972, J MARRIAGE FAM, V34, P32 ERICKSON GD, 1975, FAMILY PROCESS, V14 FREIDSON E, 1961, PATIENTS VIEWS MED P FREIDSON EL, 1960, AM J S, V65, P375 GARBARINO J, 1980, CHILD DEV, V51, P188 GEERTSEN R, 1975, J HEALTH SOC BEHAV, V16, P226 GELFAND DM, 1977, ADV CLIN CHILD PSYCH, V1 GIOVANNONI J, 1970, CHILD WELFARE, V69, P196 GOURASH N, 1978, AM J COMMUN PSYCHOL, V6, P413 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HAMMER M, 1963, HUM ORGAN, V22, P243 HANSELL N, 1967, ARCH GENERAL PSYCHIA, V17, P204 HOMANS GC, 1961, SOCIAL BEHAVIOR ITS HORWITZ A, 1977, SOC FORCES, V56, P86 KADUSHIN C, 1966, AM SOCIOLOGICAL REV, V31, P781 KAMMEYER KC, 1968, J MARRIAGE FAM, V30, P488 KATZ FE, 1958, SOC FORCES, V37, P52 KLEINER RJ, 1974, NETWORK PARTICIPATIO KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LAUMANN EO, 1973, BONDS PLURALISM FORM LEE G, 1979, CONT THEORIES FAMILY, V1 LEE NH, 1969, SEARCH ABORTIONIST LEICHTER HJ, 1978, KINSHIP CASEWORK FAM LIBERMAN R, 1965, HUM ORGAN, V24, P231 LITWAK E, 1969, AM SOCIOL REV, V34, P465 LITWAK E, 1960, AM SOCIOL REV, V25, P385 LITWAK E, 1960, SOCIAL PROBLEMS, V7, P177 MCKINLAY JB, 1973, SOC FORCES, V51, P275 MCKINLEY JB, 1972, J HEALTH SOC BEHAV, V13, P115 MECHANIC D, 1962, J CHRON DIS, V15, P189 NEWCOMB TM, 1956, AM PSYCHOL, V11, P575 OSOFSKY AJ, 1973, CLIN OBSTETRICS GYNE, V16, P103 ROSOW I, 1967, SOCIAL INTEGRATION A SCHNEIDERMAN L, 1965, AM J ORTHOPSYCHIAT, V35, P99 SECORD PF, 1964, SOCIOMETRY, V27, P115 STOLTZ LM, 1967, INFLUENCES PARENT BE SUCHMAN EA, 1965, J HLTH HUMAN BEHAVIO, V6, P2 SUSSMAN MB, 1977, FAMILY BUREAUCRACY E SUSSMAN MB, 1970, FAMILY PROCESS, P223 SUSSMAN MB, 1962, J FAMILY LIVING, V24, P231 SUSSMAN MB, 1965, SOCIAL STRUCTURE FAM TROLL L, 1971, J MARRIAGE FAM, V33, P263 WALKER KN, 1977, SOC SCI MED, V11, P35 WOLF EP, 1966, SOCIAL ANTHR COMPLEX ZOLA IK, 1973, SOC SCI MED, V7, P677 TC 54 BP 185 EP 205 PG 21 JI Am. 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1970, ADV EXPT SOCIAL PSYC, P187 STRAUSS G, 1970, IND RELAT, V9, P197 STREUNING E, 1965, AM SOCIOL REV, V30, P768 STRICKLAND BR, 1965, J SOC PSYCHOL, V66, P353 SUSSMAN MB, 1972, HUMAN MEANING SOCIAL, V4, P127 TAVISS I, 1969, AM SOCIOL REV, V34, P46 TAYLOR JC, 1973, QUALITY WORK LIFE AN TERKEL S, 1974, WORKING PEOPLE TALK TOURAINE A, 1974, ACADEMIC SYSTEM AM S TOURAINE A, 1971, MAY MOVEMENT PROTEST TOURAINE A, 1973, PRODUCTION SOC TOURAINE A, 1967, SOCIOLOGIE TRAVAIL, V9, P192 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TUDOR B, 1972, AM SOCIOL REV, V37, P596 TUNSTALL J, 1967, OLD ALONE TURNER RH, 1972, COLLECTIVE BEHAVIOR TURNER RN, 1965, INDUSTRIAL JOBS WORK VERBA S, 1972, PARTICIPATION AM POL WALLERSTEIN I, 1971, U CRISIS READER WALTON RE, 1972, HARVARD BUS REV, V50, P70 WEIGEL RH, 1973, PUBLIC OPIN QUART, V37, P76 WEINER B, 1971, PERCEIVING CAUSES SU WELLMAN B, 1973, 23RD ANN M SOC STUD WESTBY DL, 1970, LEARNING POLITICS, P476 WHITEHORN A, 1974, 54TH ANN M AM POL SC WHITTAKER D, 1969, J SOCIAL ISSUES, V25, P65 WILENSKY HL, 1964, MAN WORLD WORK, V6, P125 WILSON J, 1968, PUBLIC INTEREST, V12, P25 WILSON RA, 1971, AM J SOCIOL, V77, P66 WOLFE RN, 1974, 8TH WORLD C SOC TOR WOOL H, 1973, MON LABOR REV, V96, P38 YANKELOVICH D, 1972, CHANGING VALUES CAMP YINGER JM, 1973, HDB POLITICAL PSYCHO, V7, P171 YOUNG M, 1973, SYMMETRICAL FAMILY ZABLOCKI BD, 1971, JOYFUL COMMUNITY ZDRAVOMYSLOV AG, 1970, SOV SOCIOL, V9, P1 ZIRKEL PA, 1971, AM EDUC RES J, V8, P253 ZIRKEL PA, 1971, REV EDUC RES, V41, P211 TC 84 BP 91 EP 123 PG 33 JI Annu. Rev. Sociol. PY 1975 VL 1 GA AR746 PI PALO ALTO RP UNIV CALIF,DEPT SOCIOL,LOS ANGELES,CA 90024 J9 ANNU REV SOCIOL PA 4139 EL CAMINO WAY, PO BOX 10139, PALO ALTO, CA 94303-0139 UT ISI:A1975AR74600005 ER PT Journal AU KAHLER, HD TI CONCEPT OF SOCIAL NETWORK SO ZEITSCHRIFT FUR SOZIOLOGIE LA German DT Review NR 57 SN 0340-1804 PU FERDINAND ENKE VERLAG C1 RHEIN LANDES KLIN,FORSCH GRP GERONTOL,COLOGNE,FED REP GER CR ALDOUS J, 1966, SOC FORCES, V44, P576 BARNES J, 1972, MODULE ANTHR, V26, P1 BARNES JA, 1954, HUM RELAT, V7, P39 BARNES JA, 1969, SOC NETWORKS URBAN, P51 BARNES JA, 1969, SOCIOLOGY, V3, P215 BOISSEVAIN J, 1968, MAN, V3, P542 BOISSEVAIN J, 1973, NETWORK ANAL STUDIES, P125 BOSWELL DM, 1969, SOC NETWORKS URBAN, P245 BOTT E, 1971, FAMILY SOCIAL NETWOR CAPLOW T, 1955, SOCIAL FORCES, V34, P28 COHEN YA, 1961, SOCIAL STRUCTURE PER, P351 CUBBITT T, 1973, NETWORK ANALYSIS STU, P67 EISENSTADT SN, 1956, MAN, V96, P90 EPSTEIN AL, 1969, SOC NETWORKS URBAN, P77 EPSTEIN AL, 1969, SOC NETWORKS URBAN, P117 GUNTER GB, 1971, HUMAN RELATIONS, V24, P125 HAMMER M, 1963, HUM ORGAN, V22, P243 HARRELLBOND BE, 1969, HUM RELAT, V22, P77 HARRIESJONES P, 1969, SOC NETWORKS URBAN, P297 HESS B, 1972, AGEING SOC, V3, P357 JACOBS IS, 1969, MAN, V4, P134 JAY EJ, 1964, MAN, V177, P137 KAHLER HD, 1974, DEKODIERUNGSLEISTUNG KAPFERER B, 1973, NETWORK ANAL STUDIES, P83 KAPFERER B, 1969, SOC NETWORKS URBAN, P181 KATZ FE, 1966, SOCIAL FORCES, V45, P199 KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LITWAK E, 1969, AM SOCIOL REV, V34, P465 MAIR L, 1969, MAN, V4, P134 MAYER AC, 1966, ASA4 MON, P97 MCKINLAY JB, 1973, SOC FORCES, V51, P275 MILGRAM S, 1969, INTERDISCIPLINARY RE, P103 MITCHELL JC, 1974, ANNU REV ANTHROPOL, V3, P279 MITCHELL JC, 1973, NETWORK ANAL, P15 MITCHELL JC, 1969, SOC NETWORKS URBAN, P1 MOWRER ER, 1969, J MARRIAGE FAMILY, V31, P534 NELSON JI, 1966, AM SOCIOL REV, V31, P663 NIEMEIJER R, 1973, NETWORK ANAL STUDIES, P45 PAINE R, 1969, MAN, V4, P505 PFEIL E, 1973, Z SOZIOLOGIE, V2, P366 PITTRIVERS JA, 1968, INT ENCYCL SOC SCI, V8, P408 PLATT J, 1969, SOCIOLOGY, V3, P287 RIEGERSHLONSKY H, 1969, HUMAN RELATIONS, V22, P355 SCHNEIDER A, 1970, SOZIOLOGIE FAMILIE, P443 SHAW ME, 1964, ADV EXPT SOCIAL PSYC, V1, P111 SHOKEID M, 1971, CANADIAN REV SOCIOLO, V8, P1 SIMMEL G, 1908, SOZIOLOGIE, P305 SPECK RV, 1969, FAM PROCESS, V8, P182 SPECK RV, 1967, FAM PROCESS, V6, P208 TOOMEY D, 1971, HUM RELAT, V24, P417 TOOMEY DM, 1970, URBAN STUDIES, V7, P259 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TURNER C, 1967, HUM RELAT, V20, P121 UDRY JR, 1965, J MARRIAGE FAM, V27, P392 WHEELDON PD, 1969, SOC NETWORKS URBAN, P128 WHITTEN NE, 1974, HDB SOCIAL CULTURAL, P717 WIMBERLY H, 1973, J MARRIAGE FAMILY, V35, P125 TC 1 BP 283 EP 290 PG 8 JI Z. Soziol. PY 1975 VL 4 IS 3 GA AL535 PI STUTTGART RP RHEIN LANDES KLIN,FORSCH GRP GERONTOL,COLOGNE,FED REP GER J9 Z SOZ PA POSTFACH 30 03 66, D-70443 STUTTGART, GERMANY UT ISI:A1975AL53500007 ER PT Journal AU FIENBERG, SE LEE, SK TI SMALL WORLD STATISTICS SO PSYCHOMETRIKA LA English DT Article NR 4 SN 0033-3123 PU PSYCHOMETRIC SOC C1 UNIV MINNESOTA,MINNEAPOLIS,MN 55455 CR KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHITE H, 1970, SOC FORCES, V49, P259 TC 1 BP 219 EP 228 PG 10 JI Psychometrika PY 1975 VL 40 IS 2 GA AJ230 PI WILLIAMSBURG RP UNIV MINNESOTA,MINNEAPOLIS,MN 55455 J9 PSYCHOMETRIKA PA COLLEGE OF WILLIAM AND MARY DEPT PSYCHOLOGY, WILLIAMSBURG, VA 23185 UT ISI:A1975AJ23000008 ER PT Journal AU BOORMAN, SA TI COMBINATORIAL OPTIMIZATION MODEL FOR TRANSMISSION OF JOB INFORMATION THROUGH CONTACT NETWORKS SO BELL JOURNAL OF ECONOMICS LA English DT Article NR 78 SN 0361-915X PU LUCENT TECHNOLOGIES C1 UNIV PENN,PHILADELPHIA,PA 19104 CR ARROW KJ, 1971, ESSAYS THEORY RISK B ARROW KJ, 1974, LIMITS ORGANIZATION ARROW KJ, 1964, MANAGE SCI, V10, P397 ARROW KJ, 1973, N0001467A02980019 CO BERNARD P, 1972, SOCIOLOGIE SOC, V5, P127 BERNARD P, 1974, THESIS HARVARD U BLAU PM, 1967, AM OCCUPATIONAL STRU BLAU PM, 1962, FORMAL ORGANIZATIONS BLUMEN I, 1955, INDUSTRIAL MOBILITY BOORMAN S, 1974, P NATL ACAD SCI USA, V71, P2103 BOORMAN SA, 1973, P NATL ACAD SCI USA, V70, P187 BOTT E, 1970, FAMILY SOCIAL NETWOR BREIGER RL, TO BE PUBLISHED BREIGER RL, UNPUBLISHED BUCHANAN JM, 1962, ECONOMICA, V29, P371 CARY WL, 1969, CASES MATERIALS CORP CHRISTIES LS, 1952, MIT231 RES LAB EL TE COLEMAN JS, 1961, ADOLESCENT SOC COLEMAN JS, 1966, MEDICAL INNOVATION D DAVIS JA, 1970, AM SOCIOL REV, V35, P843 DEBREU G, 1963, INT ECON REV, V4, P235 EDELSON NM, 1971, 215 U PENNS DEP EC D ERDOS P, 1961, PUBL MATH I HUNG, V5, P17 FRIEDELL MF, 1967, AM SOCIOL REV, V32, P46 FRIEDELL MF, 1969, BEHAVIORAL SCI, V14, P28 GLANZER M, 1961, PSYCHOL BULL, V58, P1 GLANZER M, 1959, PSYCHOL BULL, V56, P317 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GRANOVETTER MS, 1974, GETTING JOB STUDY CO HAMILTON WD, 1964, J THEOR BIOL, V7, P1 HOLLAND PW, 1970, SOCIOMETRY, V76, P492 HOLT C, 1966, MEASUREMENT INTERPRE KATZ FE, 1958, SOC FORCES, V37, P52 KATZ FE, 1966, SOCIAL FORCES, V45, P199 KAUFFMAN SA, 1969, J THEOR BIOL, V22, P437 KLEINROCK L, 1964, COMMUNICATION NETS S KROPOTKIN P, 1902, MUTUAL AID LANDAU HG, 1951, B MATH BIOPHYS, V13, P1 LEE NH, 1969, SEARCH ABORTIONIST LEIJONHUFVUD A, 1968, KEYNESIAN ECONOMICS LEVINE JH, 1972, AM SOCIOLOGICAL REV LEVINS R, 1968, EVOLUTION COMPLEX EN LIU CL, 1968, INTRO COMBINATORICAL LORRAIN F, 1971, J MATH SOCIOL, V1, P49 LUCE RD, 1957, GAMES DECISIONS LUCE RD, 1959, INDIVIDUAL CHOICE BE MARCH JG, 1958, ORGANIZATIONS MARSCHAK J, 1972, ECONOMIC THEORY TEAM MIRRLEES JA, TO BE PUBLISHED MORGAN JN, 1974, 5000 AM FAMILIES PAT, V1 NAMIER L, 1968, STRUCTURE POLITICS A PALOHEIMO JE, 1971, BIOMETRIKA, V58, P61 PHILLIPS A, 1962, MARKET STRUCTURE ORG POOL I, UNPUBLISHED MANUSCRI RAPOPORT A, 1961, BEHAV SCI, V6, P279 RAPOPORT A, 1963, HDB MATHEMATICAL PSY, V2, P495 ROETHLISBERGER FJ, 1939, MANAGEMENT WORKER SCHELLING TC, 1973, J CONFLICT RESOLUT, V17, P381 SCHOENER TW, 1971, ANNU REV ECOL SYST, V2, P369 SIMON H, 1957, MODELS MAN SPENCE AM, 1974, MARKET SIGNALING STEDRY AC, 1960, BUDGET CONTROL COST STIGLER GJ, 1962, J POLITICAL EC, V70, P94 STIGLER GJ, 1961, J POLITICAL EC, V69, P213 SYME R, 1968, ROMAN REVOLUTION TRAVERS J, 1969, SOCIOMETRY, V32, P425 TRIVERS RL, 1971, Q REV BIOL, V46, P35 TUTTE WT, 1960, CONNECTIVITY GRAPHS WHITE H, 1970, SOC FORCES, V49, P259 WHITE HC, 1969, ADM SCI Q, V14, P4 WHITE HC, 1961, AM J SOCIOL, V67, P185 WHITE HC, 1963, ANATOMY KINSHIP WHITE HC, 1970, CHAINS OPPORTUNITY WHITE HC, 1970, J POLITICAL ECONOMY, V70, P97 WHITE HC, 1975, JAN AAAS ANN M WHITE HC, TO BE PUBLISHED WHITE HC, UNPUBLISHED MANUSCRI WILLIAMSON OE, 1970, CORPORATE CONTROL BU TC 42 BP 216 EP 249 PG 34 PY 1975 VL 6 IS 1 GA AC799 PI MURRAY HILL RP UNIV PENN,PHILADELPHIA,PA 19104 J9 BELL J ECON PA 600-700 MOUNTAIN AVE RM 3C-412 BELL LABS TECHNICAL JOURNAL, P O BOX 636, MURRAY HILL, NJ 07974-0636 UT ISI:A1975AC79900010 ER PT Journal AU LUNDBERG, CC TI PATTERNS OF ACQUAINTANCESHIP IN SOCIETY AND COMPLEX ORGANIZATION - 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Researchers have concentrated particularly on a few properties that seem to be common to many networks: the small-world property, power-law degree distributions, and network transitivity. In this article, we highlight another property that is found in many networks, the property of community structure, in which network nodes are joined together in tightly knit groups, between which there are only looser connections. We propose a method for detecting such communities, built around the idea of using centrality indices to find community boundaries. We test our method on computer- generated and real-world graphs whose community structure is already known and find that the method detects this known structure with high sensitivity and reliability. We also apply the method to two networks whose community structure is not well known-a collaboration network and a food web-and find that it detects significant and informative community divisions in both cases. 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Natl. Acad. Sci. U. S. A. PY 2002 PD JUN 11 VL 99 IS 12 GA 562UQ PI WASHINGTON RP Girvan M Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PROC NAT ACAD SCI USA PA 2101 CONSTITUTION AVE NW, WASHINGTON, DC 20418 USA UT ISI:000176217700005 ER PT Journal AU Dorogovtsev, SN Mendes, JFF TI Evolution of networks SO ADVANCES IN PHYSICS LA English DT Review NR 328 SN 0001-8732 PU TAYLOR & FRANCIS LTD C1 Univ Porto, Fac Ciencias, Dept Fis, Rua Campo Alegre 687, P- 4169007 Oporto, Portugal Univ Porto, Fac Ciencias, Dept Fis, P-4169007 Oporto, Portugal Univ Porto, Fac Ciencias, Ctr Fis Porto, P-4169007 Oporto, Portugal AF Ioffe Phys Tech Inst, St Petersburg 194021, Russia ID SMALL-WORLD NETWORKS; SCIENTIFIC COLLABORATION NETWORKS; HIGHLY OPTIMIZED TOLERANCE; SELF-ORGANIZED CRITICALITY; GROWING RANDOM NETWORKS; ART. NO. 025101; WIDE-WEB; RANDOM GRAPHS; EVOLVING NETWORKS; COMPLEX NETWORKS AB We review the recent rapid progress in the statistical physics of evolving networks. Interest has focused mainly on the structural properties of complex networks in communications, biology, social sciences and economics. A number of giant artificial networks of this kind have recently been created, which opens a wide field for the study of their topology, evolution, and the complex processes which occur in them. Such networks possess a rich set of scaling properties. A number of them are scale-free and show striking resilience against random breakdowns. In spite of the large sizes of these networks, the distances between most of their vertices are short-a feature known as the 'small-world' effect. We discuss how growing networks self-organize into scale-free structures, and investigate the role of the mechanism of preferential linking. We consider the topological and structural properties of evolving networks, and percolation and disease spread on these networks. We present a number of models demonstrating the main features of evolving networks and discuss current approaches for their simulation and analytical study. Applications of the general results to particular networks in nature are discussed. We demonstrate the generic connections of the network growth processes with the general problems of non-equilibrium physics, econophysics, evolutionary biology, and so on. 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CONDMAT0109273 ZANETTE DH, 2001, CONDMAT0110324 ZANETTE DH, 2000, NLINAO0009046 ZEKRI N, 2001, CONDMAT0107562 ZIPF GK, 1949, HUMAN BEHAV PRINCIPL TC 0 BP 1079 EP 1187 PG 109 JI Adv. Phys. PY 2002 PD JUN VL 51 IS 4 GA 556TM PI ABINGDON RP Dorogovtsev SN Univ Porto, Fac Ciencias, Dept Fis, Rua Campo Alegre 687, P-4169007 Oporto, Portugal J9 ADVAN PHYS PA 4 PARK SQUARE, MILTON PARK,, ABINGDON OX14 4RN, OXON, ENGLAND UT ISI:000175865100001 ER PT Journal AU Watts, DJ Dodds, PS Newman, MEJ TI Identity and search in social networks SO SCIENCE LA English DT Article NR 18 SN 0036-8075 PU AMER ASSOC ADVANCEMENT SCIENCE C1 Columbia Univ, Dept Sociol, New York, NY 10027 USA Columbia Univ, Dept Sociol, New York, NY 10027 USA Columbia Univ, Columbia Earth Inst, New York, NY 10027 USA Santa Fe Inst, Santa Fe, NM 87501 USA ID SMALL-WORLD AB Social networks have the surprising property of being "searchable": Ordinary people are capable of directing messages through their network of acquaintances to reach a specific but distant target person in only a few steps. We present a model that offers an explanation of social network searchability in terms of recognizable personal identities: sets of characteristics measured along a number of social dimensions. Our model defines a class of searchable networks and a method for searching them that may be applicable to many network search problems, including the location of data files in peer- to-peer networks, pages on the World Wide Web, and information in distributed databases. CR ADAMIC LA, 2001, PHYS REV E 2, V64 BARABASI AL, 1999, SCIENCE, V286, P509 BERNARD HR, 1988, ETHNOLOGY, V27, P155 BOLLOBAS B, 1985, RANDOM GRAPHS BREIGER RL, 1974, SOC FORCES, V53, P181 KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KIM BJ, 2002, PHYS REV E 2, V65 KLEINBERG J, 2000, P 32 ACM S THEOR COM KLEINBERG JM, 2000, NATURE, V406, P845 MANNEVILLE B, 1999, BIOL BUSINESS DECODI, PCH5 NADEL FS, 1957, THEORY SOCIAL STRUCT NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SIMMEL G, 1902, AM J SOCIOL, V8, P1 STROGATZ SH, 2001, NATURE, V410, P268 TRAVERS J, 1969, SOCIOMETRY, V32, P425 WATTS DJ, 1998, NATURE, V393, P440 WHITE H, 1970, SOC FORCES, V49, P259 WHITE HC, 1992, IDENTITY CONTROL TC 0 BP 1302 EP 1305 PG 4 JI Science PY 2002 PD MAY 17 VL 296 IS 5571 GA 554BL PI WASHINGTON RP Watts DJ Columbia Univ, Dept Sociol, New York, NY 10027 USA J9 SCIENCE PA 1200 NEW YORK AVE, NW, WASHINGTON, DC 20005 USA UT ISI:000175713000050 ER PT Journal AU Hansen, MT TI Knowledge networks: Explaining effective knowledge sharing in multiunit companies SO ORGANIZATION SCIENCE LA English DT Article NR 51 SN 1047-7039 PU INST OPERATIONS RESEARCH MANAGEMENT SCIENCES C1 Harvard Univ, Sch Business, Morgan Hall,Soldiers Field Pk, Boston, MA 02163 USA Harvard Univ, Sch Business, Boston, MA 02163 USA DE knowledge networks; multiunit firms; organization capabilities; synergy; knowledge management ID MULTINATIONAL-CORPORATIONS; COMMUNICATION PATTERNS; SOCIAL NETWORKS; PERFORMANCE; INNOVATION; DIVERSIFICATION; BOUNDARY AB This paper introduces the concept of knowledge networks to explain why some business units are able to benefit from knowledge residing in other parts of the company while others are not, The core premise of this concept is that a proper understanding of effective interunit knowledge sharing in a multiunit firm requires a joint consideration of relatedness in knowledge content among business units and the network of lateral interunit relations that enables task units to access related knowledge. Results from a study of 120 new product development projects in 41 business units of a large multiunit electronics company showed that project teams obtained more existing knowledge from other units and completed their projects faster to the extent that they had short interunit network paths to units that possessed related knowledge. In contrast. neither network connections nor extent of related knowledge alone explained the amount of knowledge obtained and project completion time. The results also showed a contingent effect of having direct interunit relations in knowledge networks: While established direct relations mitigated problems of transfer-ring noncodified knowledge, they were harmful when the knowledge to be transferred was codified, because they were less needed but still involved maintenance costs. These findings suggest that research on knowledge transfers and synergies in multiunit firms should pursue new perspectives that combine the concepts of network connections and relatedness in knowledge content. 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PY 2002 PD MAY-JUN VL 13 IS 3 GA 550PF PI LINTHICUM HTS RP Hansen MT Harvard Univ, Sch Business, Morgan Hall,Soldiers Field Pk, Boston, MA 02163 USA J9 ORGAN SCI PA 901 ELKRIDGE LANDING RD, STE 400, LINTHICUM HTS, MD 21090-2909 USA UT ISI:000175510900003 ER PT Journal AU Kuperman, M Zanette, D TI Stochastic resonance in a model of opinion formation on small- world networks SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 24 SN 1434-6028 PU SPRINGER-VERLAG C1 Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina ID ENHANCEMENT; PROPAGATION; DYNAMICS; SYSTEM AB We analyze the phenomenon of stochastic resonance in an Ising- like system on a small-world network. The system, which is subject to the combined action of noise and an external modulation, can be interpreted as a stylized model of opinion formation by imitation under the effects of a "fashion wave". Both the amplitude threshold for the detection of the external modulation and the width of the stochastic-resonance peak show considerable variation as the randomness of the underlying small-world network is changed. 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B PY 2002 PD APR VL 26 IS 3 GA 551LN PI NEW YORK RP Kuperman M Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000175563300016 ER PT Journal AU McCue, B TI Another view of the "small world" SO SOCIAL NETWORKS LA English DT Article NR 16 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 4915 Cherokee Ave, Alexandria, VA 22312 USA DE small world; acquaintance volume AB Coincidental re-introductions to established acquaintances suggest that one draws one's acquaintances from a hypothetical, homogeneous "small world", not to be confused with an acquaintance chain or an acquaintance volume. The world's size can be estimated from the coincidences, given an estimate of the acquaintance volume. A typical Freeman-Thompson phonebook test score and a dozen coincidental introductions give an estimated "small world" of about 1,300,000 persons. Even single cities are much larger, so this result points to the fragmented and insular structure not just of acquaintanceship volumes, but of the milieux from which they are drawn. Conversely, assumptions about the size of the world from which acquaintances are drawn can be combined with information on coincidental introductions to shed light on the size of the acquaintance volume. (C) 2002 Elsevier Science B.V. All rights reserved. CR BRIDGEMAN P, 1938, LOGIC MODERN PHYSICS EDWARDS AWF, 1992, LIKELIHOOD EXPANDED FELLER W, 1968, INTRO PROBABILITY TH, V1 GIGERENZER G, 1989, EMPIRE CHANCE PROBAB JEFFREYS H, 1961, THEORY PROBABILITY KILLWORTH PD, 1990, SOC NETWORKS, V12, P289 KOCHEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LASSWELL TE, 1965, CLASS STRATUM INTRO MCCUE B, 2000, MILITARY OPER RES, V5, P5 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PALMER J, 1975, JANES DICT NAVAL TER SOLOMONOFF R, 1952, B MATH BIOPHYS, V14, P153 SOLOMONOFF R, 1951, B MATH BIOPHYS, V13, P107 TRAVERS J, 1970, SOCIOMETRY, V32, P425 WATTS D, 1999, SMALL WORLDS DYNAMIC TC 0 BP 121 EP 133 PG 13 JI Soc. Networks PY 2002 PD MAY VL 24 IS 2 GA 542EP PI AMSTERDAM RP McCue B 4915 Cherokee Ave, Alexandria, VA 22312 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000175030800002 ER PT Journal AU Albert, R Barabasi, AL TI Statistical mechanics of complex networks SO REVIEWS OF MODERN PHYSICS LA English DT Review NR 214 SN 0034-6861 PU AMERICAN PHYSICAL SOC C1 Univ Minnesota, Sch Math, Minneapolis, MN 55455 USA Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA ID SMALL-WORLD NETWORKS; HIGHLY OPTIMIZED TOLERANCE; MEAN-FIELD THEORY; WIDE-WEB; POWER LAWS; EVOLVING NETWORKS; SELF- SIMILARITY; DEGREE SEQUENCE; RANDOM GRAPHS; PERCOLATION AB Complex networks describe a wide range of systems in nature and society. Frequently cited examples include the cell, a network of chemicals linked by chemical reactions, and the Internet, a network of routers and computers connected by physical links. While traditionally these systems have been modeled as random graphs, it is increasingly recognized that the topology and evolution of real networks are governed by robust organizing principles. This article reviews the recent advances in the field of complex networks, focusing on the statistical mechanics of network topology and dynamics. After reviewing the empirical data that motivated the recent interest in networks, the authors discuss the main models and analytical tools, covering random graphs, small-world and scale-free networks, the emerging theory of evolving networks, and the interplay between topology and the network's robustness against failures and attacks. 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Mod. Phys. PY 2002 PD JAN VL 74 IS 1 GA 533UL PI COLLEGE PK RP Albert R Univ Minnesota, Sch Math, Minneapolis, MN 55455 USA J9 REV MOD PHYS PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548700003 ER PT Journal AU Davidsen, J Ebel, H Bornholdt, S TI Emergence of a small world from local interactions: Modeling acquaintance networks SO PHYSICAL REVIEW LETTERS LA English DT Article NR 26 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Univ Kiel, Inst Theoret Phys, Leibnizstr 15, D-24098 Kiel, Germany Univ Kiel, Inst Theoret Phys, D-24098 Kiel, Germany ID HYDRA AB How do we make acquaintances? A simple observation from everyday experience is that often one of our acquaintances introduces us to one of his or her acquaintances. Such a simple triangle interaction may be viewed as the basis of the evolution of many social networks. Here, it is demonstrated that this assumption is sufficient to reproduce major nontrivial features of social networks: short path length, high clustering, and scale-free or exponential link distributions. CR ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 2002, REV MOD PHYS, V47, P74 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, CONDMAT0104162 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BORNHOLDT S, 2001, PHYS REV E 2, V64 DOROGOVTSEV SN, CONDMAT0106144 HAGER G, 1997, DEVELOPMENT, V124, P569 JIN EM, 2001, PHYS REV E 2, V64 KLEMM K, CONDMAT0107607 KOCHEN M, 1989, SMALL WORLD MATHIAS N, 2001, PHYS REV E 1, V63 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PASTORSATORRAS R, 2001, PHYS REV LETT, V86, P3200 STROGATZ SH, 2001, NATURE, V410, P268 TECHNAU U, 2000, P NATL ACAD SCI USA, V97, P12127 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1998, SMALL WORLDS DYNAMIC TC 0 BP art. no. EP 128701 PG 4 JI Phys. Rev. Lett. PY 2002 PD MAR 25 VL 88 IS 12 GA 533QP PI COLLEGE PK RP Davidsen J Univ Kiel, Inst Theoret Phys, Leibnizstr 15, D-24098 Kiel, Germany J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174542000076 ER PT Journal AU Lopez, L Sanjuan, MAF TI Relation between structure and size in social networks SO PHYSICAL REVIEW E LA English DT Article NR 31 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Rey Juan Carlos, Dept Ciencias Expt & Ingn, Nonlinear Dynam & Chaos Grp, Tulipan S-N, Madrid 28933, Spain Univ Rey Juan Carlos, Dept Ciencias Expt & Ingn, Nonlinear Dynam & Chaos Grp, Madrid 28933, Spain ID SMALL-WORLD NETWORKS; DYNAMICS; WEB AB In the context of complex network systems, we model social networks with the property that there is certain degradation of the information flowing through the network. We analyze different kinds of networks, from regular lattices to random graphs. We define an average coordination degree for the network, which can be associated with a certain notion of efficiency. Assuming that there is a limit to the information a person may handle, we show that there exists a close relationship between the structure of the network and its maximum size. 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EP 036107 PG 7 JI Phys. Rev. E PY 2002 PD MAR VL 65 IS 3 PN 2A GA 533UN PI COLLEGE PK RP Lopez L Univ Rey Juan Carlos, Dept Ciencias Expt & Ingn, Nonlinear Dynam & Chaos Grp, Tulipan S-N, Madrid 28933, Spain J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548900030 ER PT Journal AU Karimipour, V Ramzanpour, A TI Correlation effects in a simple model of a small-world network SO PHYSICAL REVIEW E LA English DT Article NR 32 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Sharif Univ Technol, Dept Phys, POB 11365-9161, Tehran, Iran Sharif Univ Technol, Dept Phys, Tehran, Iran ID PERCOLATION AB We analyze the effect of correlations in a simple model of a small-world network by obtaining exact analytical expressions for the distribution of shortest paths in the network. We enter correlations into a simple model with a distinguished site, by taking the random connections to this site from an Ising distribution. Our method shows how the transfer-matrix technique can be used in the new context of small-world networks. CR ALBERT R, CONDMAT0106096 ALBERT R, 1999, NATURE, V401, P130 BAGNOLI F, 2001, PHYS REV E 1, V64 BARRAT A, 2000, EUR PHYS J B, V13, P547 BIANCONI G, 2001, PHYS REV LETT, V86, P5632 BOLLAOAS B, 1985, RANDOM GRAPHS DAVIDSEN J, CONDMAT0108302 DOROGOVTSEV SN, 2000, EUROPHYS LETT, V50, P1 ERDOS P, 1959, PUBL MATH-DEBRECEN, V6, P290 FERNANDEZ LFL, 2000, PHYS REV LETT, V84, P2758 JESPERSEN S, 2000, PHYS REV E A, V62, P6270 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 KASTURIRANGAN R, CONDMAT9904055 KLEINBERG JM, 2000, NATURE, V406, P845 KLEMM K, CONDMAT0107607 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 KUPERMAN M, 2001, PHYS REV E 2, V64 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 LATORA V, IN PRESS PHYS REV LE MANRUBIA SC, 2001, EUROPHYS LETT, V53, P693 MATHIAS N, 2001, PHYS REV E 1, V63 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P525 MOORE C, 2000, PHYS REV E B, V62, P7059 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PUNIYANI AR, CONDMAT0107212 SCALA A, 2001, EUROPHYS LETT, V55, P594 SEN P, CONDMAT0105346 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS ZANETTE DH, CONDMAT0105596 TC 0 BP art. no. EP 036122 PG 5 JI Phys. Rev. E PY 2002 PD MAR VL 65 IS 3 PN 2A GA 533UN PI COLLEGE PK RP Karimipour V Sharif Univ Technol, Dept Phys, POB 11365-9161, Tehran, Iran J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548900045 ER PT Journal AU Borgman, CL Furner, J TI Scholarly communication and bibliometrics SO ANNUAL REVIEW OF INFORMATION SCIENCE AND TECHNOLOGY LA English DT Review NR 220 SN 0066-4200 PU INFORMATION TODAY INC C1 Univ Calif Los Angeles, Los Angeles, CA 90024 USA Univ Calif Los Angeles, Los Angeles, CA 90024 USA ID JOURNAL IMPACT FACTORS; WORLD-WIDE-WEB; AUTHOR COCITATION ANALYSIS; DIGITAL LIBRARY USE; CITATION ANALYSIS; INFORMATION- SCIENCE; SOCIAL-SCIENCES; SELF-CITATION; PERFORMANCE-MEASURES; ELECTRONIC JOURNALS CR ALBERT R, 1999, NATURE, V401, P130 ALMIND TC, 1997, J DOC, V53, P404 ALVAREZ P, 1998, INFORM PROCESS MANAG, V34, P465 ARUNACHALAM S, 2000, WEB KNOWLEDGE FESTSC, P215 ATKINS H, 2000, D LIB MAGAZINE 0220, V6 ATKINS H, 1999, D LIB MAGAZINE 0220, V5 BAIRD LM, 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VANLEEUWEN TN, 2000, RES EVALUAT, V9, P155 VANRAAN A, 1999, SCIENTOMETRICS, V45, P417 VANRAAN AFJ, 1988, HDB QUANTITATIVE STU VANRAAN AFJ, 1997, SCIENTOMETRICS, V38, P205 VANRAAN AFJ, 2000, WEB KNOWLEDGE FESTSC, P301 VINKLER P, 2000, CURR SCI INDIA, V79, P602 VINKLER P, 1996, SCIENTOMETRICS, V35, P375 WAGNERDOBLER R, 1995, J DOC, V51, P28 WATTS DJ, 1998, NATURE, V393, P440 WHITE HD, 1997, ANNU REV INFORM SCI, V32, P99 WHITE HD, 1989, ANNU REV INFORM SCI, V24, P119 WHITE HD, 2001, J AM SOC INF SCI TEC, V52, P87 WHITE HD, 1998, J AM SOC INFORM SCI, V49, P327 WHITE HD, 2000, WEB KNOWLEDGE FESTSC, P475 WHITE MD, 1997, LIBR QUART, V67, P122 WILSON CS, 2001, ANN REV INFORMATION, P34 WOOLGAR S, 1991, SCI PUBL POLICY, V18, P319 WORMELL I, 1998, J DOC, V54, P584 WOUTERS P, 1999, THESIS U AMSTERDAM A WOUTERS P, 2000, WEB KNOWLEDGE FESTSC, P65 YITZHAKI M, 1998, SCIENTOMETRICS, V41, P243 YOUNGEN GK, 1998, COLL RES LIBR, V59, P448 TC 2 BP 3 EP 72 PG 70 JI Annu. Rev. Inform. Sci. Technol. PY 2002 VL 36 GA 533WH PI MEDFORD RP Borgman CL Univ Calif Los Angeles, Los Angeles, CA 90024 USA J9 ANNU REV INFORM SCI TECH PA 143 OLD MARLTON PIKE, MEDFORD, NJ 08055-8750 USA UT ISI:000174552900002 ER PT Journal AU Kadushin, C TI The motivational foundation of social networks SO SOCIAL NETWORKS LA English DT Article NR 46 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 Brandeis Univ, Waltham, MA 02254 USA Brandeis Univ, Waltham, MA 02254 USA DE social networks; motivation; cohesion; structural holes; community ID EMBEDDEDNESS; PERSONALITY; PSYCHOLOGY; EXCHANGE; SUPPORT AB The origins of motivations for network behavior are found in modem theories of early childhood development. There are two types of early motivations: safety on the one hand and efficacy on the other. Safety corresponds to and is generated by networks of cohesion, while efficacy comes about from separation and corresponds to networks with structural holes and is typical of brokerage situations. Both cohesion and brokerage are necessarily involved in any network situation as a matter of fundamental theoretical necessity, but they occur under different circumstances in individual and organizational action. Studies axe reviewed that show that effective relations both within and between organizations require both cohesive bases and brokerage between otherwise not well connected units. (C) 2002 Elsevier Science B.V. All rights reserved. CR BOISSEVAIN J, 1974, FRIENDS FRIENDS NETW BORGATTI SP, 1992, SOCIOL METHODOL, V22, P1 BURT RS, 1987, AM J SOCIOL, V92, P1287 BURT RS, 2000, RES ORG BEHAV BURT RS, 1998, SOC NETWORKS, V20, P63 BURT RS, 1992, STRUCTURAL HOLES SOC COHEN S, 1996, ANNU REV PSYCHOL, V47, P113 COHEN S, 1985, SOCIAL SUPPORT HLTH COLEMAN JS, 1990, FDN SOCIAL THEORY COLEMAN JS, 1966, MED INNOVATION DIFFU COYNE JC, 1991, ANNU REV PSYCHOL, V42, P401 CRAVEN P, 1973, SOCIOL INQ, V43, P57 DURKHEIM E, 1947, DIVISION LABOR SOC EKEH PP, 1974, SOCIAL EXCHANGE THEO ERICKSON BH, 1996, AM J SOCIOL, V102, P217 FROMM E, 1941, ESCAPE FREEDOM GIDDENS A, 1984, CONSTITUTION SOC OUT GREENBERG J, 1991, OEDIPUS CLIN THEORY HAIDT J, 1999, REV GEN PSYCHOL, V3, P317 HENDRICK I, 1942, PSYCHOANAL QUART, V11, P33 HOMANS GC, 1950, HUMAN GROUP HOUSE JS, 1988, ANNU REV SOCIOL, V14, P293 KADUSHIN C, 1966, AM SOCIOL REV, V31, P786 KADUSHIN C, 1992, CITY SOC, V6, P58 KADUSHIN C, 1981, CONTINUITIES STRUCTU, P235 KATZ E, 1955, PERSONAL INFLUENCE MALINOWSKI B, 1922, ARGONAUTS W PACIFIC MARKUS HR, 1998, J CROSS CULT PSYCHOL, V29, P63 MILGRAM S, 1969, INTERDISCIPLINARY RE, P103 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOLM LD, 2000, AM J SOCIOL, V105, P1396 PARSONS T, 1951, GEN THEORY ACTION PARSONS T, 1949, STRUCTURE SOCIAL ACT PODOLNY JM, 1997, AM SOCIOL REV, V62, P673 POWELL WW, 1991, NEW I ORG ANAL SANDEFUR RL, 1998, RATION SOC, V10, P481 SCHUMPETER JA, 1934, THEORY EC DEV INQUIR SIMMEL G, 1955, CONFLICT WEB GROUP A STERN DN, 1985, INTERPERSONAL WORLD TALMUD I, 1997, SOC SCI RES, V26, P419 UEHARA E, 1990, AM J SOCIOL, V96, P521 UZZI B, 1999, AM SOCIOL REV, V64, P481 UZZI B, 1996, AM SOCIOL REV, V61, P674 VALENTE TW, 1995, NETWORK MODELS DIFFU WELLMAN B, 1999, NETWORKS GLOBAL VILL, P1 WELLMAN B, 1988, SOCIAL STRUCTURES NE, P130 TC 0 BP 77 EP 91 PG 15 JI Soc. Networks PY 2002 PD JAN VL 24 IS 1 GA 527CU PI AMSTERDAM RP Kadushin C Brandeis Univ, Waltham, MA 02254 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000174169100004 ER PT Journal AU Newman, MEJ Watts, DJ Strogatz, SH TI Random graph models of social networks SO PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA LA English DT Article NR 29 SN 0027-8424 PU NATL ACAD SCIENCES C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA Columbia Univ, Dept Sociol, New York, NY 10027 USA Cornell Univ, Dept Theoret & Appl Mech, Ithaca, NY 14853 USA ID SMALL-WORLD NETWORKS; DEGREE SEQUENCE; INTERNET AB We describe some new exactly solvable models of the structure of social networks, based on random graphs with arbitrary degree distributions. We give models both for simple unipartite networks, such as acquaintance networks, and bipartite networks, such as affiliation networks. We compare the predictions of our models to data for a number of real-world social networks and find that in some cases, the models are in remarkable agreement with the data, whereas in others the agreement is poorer, perhaps indicating the presence of additional social structure in the network that is not captured by the random graph. CR AIELLO W, 2000, P 32 ANN ACM S THEOR ALBERT R, 2001, IN PRESS REV MOD PHY ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 CALLAWAY DS, 2000, PHYS REV LETT, V85, P5468 COHEN R, 2000, PHYS REV LETT, V85, P4626 DAVIS A, 1941, DEEP S DAVIS GF, 2001, SMALL WORLD CORPORAT ERDOS P, 1959, PUBL MATH-DEBRECEN, V6, P290 FALOUTSOS M, 1999, COMP COMM R, V29, P251 FELL DA, 2000, NAT BIOTECHNOL, V18, P1121 GALASKIEWICZ J, 1978, SOC SCI RES, V7, P89 GUARE J, 1990, 6 DEGREES SEPARATION MARIOLIS P, 2001, SOC SCI Q, V56, P425 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOLLOY M, 1998, COMB PROBAB COMPUT, V7, P295 MOLLOY M, 1995, RANDOM STRUCT ALGOR, V6, P161 NEWMAN MEJ, 2001, P NATL ACAD SCI USA, V98, P404 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 POOL ID, 1978, SOC NETWORKS, V1, P1 REDNER S, 1998, EUR PHYS J B, V4, P131 SCOTT J, 2000, SOCIAL NETWORK ANAL STROGATZ SH, 2001, NATURE, V410, P268 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 TC 1 BP 2566 EP 2572 PG 7 JI Proc. Natl. Acad. Sci. U. S. A. PY 2002 PD FEB 19 VL 99 SU 1 GA 525RZ PI WASHINGTON RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PROC NAT ACAD SCI USA PA 2101 CONSTITUTION AVE NW, WASHINGTON, DC 20418 USA UT ISI:000174085900017 ER PT Journal AU Kim, BJ Yoon, CN Han, SK Jeong, H TI Path finding strategies in scale-free networks SO PHYSICAL REVIEW E LA English DT Article NR 14 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden Chungbuk Natl Univ, Dept Phys, Cheongju 361763, Chungbuk, South Korea Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA ID WORLD-WIDE-WEB AB We numerically investigate the scale-free network model of Barabasi and Albert [A. L. Barabasi and R. Albert, Science 286, 509 (1999)] through the use of various path finding strategies. In real networks, global network information is not accessible to each vertex, and the actual path connecting two vertices can sometimes be much longer than the shortest one, A generalized diameter depending on the actual path finding strategy is introduced, and a simple strategy, which utilizes only local information on the connectivity, is suggested and shown to yield small-world behavior: the diameter D of the network increases logarithmically with the network size N, the same as is found with global strategy. If paths are sought at random, Dsimilar toN(0.5) is found. CR 1999, SCIENCE, V284, P79 ADAMIC LA, 2001, PHYS REV E 2, V64 ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, 2000, PHYSICA A, V281, P69 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 HERRMANN HJ, 1984, J PHYS A, V17, PL261 KLEINBERG JM, 2000, NATURE, V406, P845 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 2001, PHYS REV E 2, V64 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1999, SMALL WORLDS TC 2 BP art. no. EP 027103 PG 4 JI Phys. Rev. E PY 2002 PD FEB VL 65 IS 2 PN 2 GA 524XN PI COLLEGE PK RP Kim BJ Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174038300119 ER PT Journal AU Bernardes, AT Stauffer, D Kertesz, J TI Election results and the Sznajd model on Barabasi network SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 27 SN 1434-6028 PU SPRINGER-VERLAG C1 Univ Fed Ouro Preto, Dept Fis, Campus do Morro do Cruzeiro, BR- 35400000 Ouro Preto, MG, Brazil Univ Fed Ouro Preto, Dept Fis, BR-35400000 Ouro Preto, MG, Brazil Univ Cologne, Inst Theoret Phys, D-50923 Cologne, Germany Budapest Univ Technol & Econ, Dept Theoret Phys, H-1111 Budapest, Hungary AB The network of Barabasi and Albert, a preferential growth model where a new node is linked to the old ones with a probability proportional to their connectivity, is applied to Brazilian election results. The application of the Sznajd rule, that only agreeing pairs of people can convince their neighbours, gives a vote distribution in good agreement with reality. CR ADLER J, 1991, PHYSICA A, V171, P453 ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 BARABASI AL, 1999, SCIENCE, V286, P509 BERNARDES AT, 2001, INT J MOD PHYS C, V12, P159 BORDOGNA CM, 2001, PHYS REV LETT, V87 BUNDE A, 1996, FRACTALS DISORDERED CHANG I, 2001, INT J MOD PHYS C, V12 COSTA RN, 1999, PHYS REV E, V60, P1067 DEFFUANT G, 2000, ADV COMPLEX SYST, V3, P87 DORNIC I, 2001, PHYS REV LETT, V87 HEGSELMANN R, 2001, 5 C SIM SOC KAZ DOLN HOLYST JA, 2001, ANN REV COMPUTATIONA, P275 KACPERSKI K, 2000, PHYSICA A, V287, P631 LIVERPOOL TB, 1996, PHYSICA A, V224, P589 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOREIRA AA, 2001, INT J MOD PHYS C, V12, P39 OCHROMBEL R, 2001, INT J MOD PHYS C, V12, P1091 PEKALSKI A, 2000, EXOTIC STAT PHYSICS, V285, P1238 REDNER S, 1998, EUR PHYS J B, V4, P131 SAHIMI M, 1994, APPL PERCOLATION THE STAUFFER D, 2000, INT J MOD PHYS C, V11, P1239 STAUFFER D, 1994, INTRO PERCOLATION TH STAUFFER D, 1991, J PHYS A-MATH GEN, V24, P909 SZNAJDWERON K, 2002, INT J MOD PHYS C, V13 SZNAJDWERON K, 2000, INT J MOD PHYS C, V11, P1157 TC 2 BP 123 EP 127 PG 5 JI Eur. Phys. J. B PY 2002 PD JAN VL 25 IS 1 GA 523WB PI NEW YORK RP Bernardes AT Univ Fed Ouro Preto, Dept Fis, Campus do Morro do Cruzeiro, BR-35400000 Ouro Preto, MG, Brazil J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000173979600014 ER PT Journal AU Elgazzar, AS TI A model for the evolution of economic systems in social networks SO PHYSICA A LA English DT Article NR 15 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Max Planck Inst Phys Komplexer Syst, Nothnitzer Str 38, D-01187 Dresden, Germany Max Planck Inst Phys Komplexer Syst, D-01187 Dresden, Germany Fac Educ, Dept Math, Al Arish 45111, Egypt DE evolutionary economic models; social networks; Pareto optimality ID WORLD AB A model for the evolution of economic systems is defined on a one-dimensional lattice using Pareto optimality. Pareto optimality is shown to maximize the total payoff of all agents in comparison to the Nash optimality. The small-world networks are found to be closer to the real social systems than both regular and random lattices. Then, the model is generalized to small-world networks that display different dynamics from the one-dimensional case. (C) 2002 Elsevier Science B.V. All rights reserved. CR AHMED E, 2000, INT J MOD PHYS C, V11, P1539 ARENAS A, 2000, PHYS REV E A, V61, P3466 BAK P, 1996, NATURE WORKS SCI SEL BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BOLLOBAS B, 1985, RANDOM GRAPHS BURKS A, 1970, ESSAYS CELLULAR AUTO FRIEDMAN JW, 1977, OLIGOPOLY THEORY GAM JENSEN HJ, 1998, SELFORGANIZED CRITIC MAYNARD SJ, 1982, EVOLUTION THEORY GAM MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEWMAN MEJ, 2000, CONDMAT0001118 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 ROGERS EM, 1995, DIFFUSION INNOVATION WATTS DJ, 1998, NATURE, V393, P440 ZAJDENWEBER D, 1997, SCALE INVARIANCE TC 0 BP 543 EP 551 PG 9 JI Physica A PY 2002 PD JAN 15 VL 303 IS 3-4 GA 511MJ PI AMSTERDAM RP Elgazzar AS Max Planck Inst Phys Komplexer Syst, Nothnitzer Str 38, D-01187 Dresden, Germany J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000173267400021 ER PT Journal AU Raghavan, P TI Social networks - From the Web to the enterprise SO IEEE INTERNET COMPUTING LA English DT Article NR 12 SN 1089-7801 PU IEEE COMPUTER SOC CR ADAMIC L, 1999, P EUR C DIG LIBR ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, 1999, SCIENCE, V286, P509 BRIN S, 1998, COMPUT NETWORKS ISDN, V30, P107 BRODER A, 2000, P 9 INT WORLD WID WE, P309 ERDOS P, 1960, PUBL MATH I HUNGARIA, S, P17 KAUTZ H, 1997, COMMUN ACM, V40, P27 KLEINBERG J, 1999, 991776 CORN U COMP S KLEINBERG J, 1999, JACM, V46, P639 KUMAR R, 1999, COMPUT NETW, V31, P1481 KUMAR R, 2000, P 9 ACM S PRINC DAT, P1 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 TC 0 BP 91 EP 94 PG 4 JI IEEE Internet Comput. PY 2002 PD JAN-FEB VL 6 IS 1 GA 510TZ PI LOS ALAMITOS J9 IEEE INTERNET COMPUT PA 10662 LOS VAQUEROS CIRCLE, PO BOX 3014, LOS ALAMITOS, CA 90720- 1314 USA UT ISI:000173224500017 ER PT Journal AU Kleinfeld, JS TI The small world problem SO SOCIETY LA English DT Article NR 8 SN 0147-2011 PU TRANSACTION PERIOD CONSORTIUM C1 Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA ID NETWORKS CR BLASS T, 1992, ADV EXP SOC PSYCHOL, V25, P277 GUIOT JM, 1976, EUROPEAN J SOCIAL PS, V6, P503 KAHNEMAN D, 1996, PSYCHOL REV, V103, P582 KAPLAN DE, 1996, AM ARCHIVIST, V59, P288 KLEINBERG JM, 2000, NATURE, V406, P845 KOCHEN M, 1989, SMALL WORLD TRAVERS J, 1969, SOCIOMETRY, V32, P425 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 61 EP 66 PG 6 JI Society PY 2002 PD JAN-FEB VL 39 IS 2 GA 506PM PI PISCATAWAY RP Kleinfeld JS Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA J9 SOCIETY PA RUTGERS UNIV, DEPT 8010, 35 BERRUE CIRCLE, PISCATAWAY, NJ 08854-8042 USA UT ISI:000172981000008 ER PT Journal AU Zekri, N Clerc, JP TI Statistical and dynamical study of disease propagation in a small world network SO PHYSICAL REVIEW E LA English DT Article NR 21 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Aix Marseille 1, Technopole Chateau Gombert, IUSTI, F- 13453 Marseille, France Univ Aix Marseille 1, Technopole Chateau Gombert, IUSTI, F-13453 Marseille, France LEPM, Dept Phys, USTO, Oran, Algeria ID PERCOLATION; MODEL AB Statistical properties and dynamical disease propagation have been studied numerically using a percolation model in a one dimensional small world network. The parameters chosen correspond to a realistic network of school age children. It has been found that percolation threshold decreases as a power law as the shortcut fluctuations increase. It has also been found that the number of infected sites grows exponentially with time and its rate depends logarithmically on the density of susceptibles. This behavior provides an interesting way to estimate the serology for a given population from the measurement of the disease growing rate during an epidemic phase. The case in which the infection probability of nearest neighbors is different from that of short cuts has also been examined. A double diffusion behavior with a slower diffusion between the characteristic times has been found. CR ANDERSON RM, 1991, INFECT DIS HUMANS DY BERGMAN DJ, 1992, SOLID STATE PHYS, V46, P147 BOLLOBAS B, 1985, RANDOM GRAPHS BOUCHAUD JP, 1990, PHYS REP, V195, P12 CASTELLANO C, 2000, PHYS REV LETT, V85, P3536 DYKHNE AM, COMMUNICATION EVANGELOU SN, 1992, PHYS LETT A, V164, P456 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 LEVY P, 1937, THEORY ADDITION VARI MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PASTORSATORRAS R, 2001, PHYS REV E 2, V63 SHLESINGER M, 1995, LEVY FLIGHTS RELATED STAUFER D, 1994, PERCOLATION THEORY WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS ZEKRI N, UNPUB TC 2 BP art. no. EP 056115 PG 6 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Zekri N Univ Aix Marseille 1, Technopole Chateau Gombert, IUSTI, F-13453 Marseille, France J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100026 ER PT Journal AU Lahtinen, J Kertesz, J Kaski, K TI Scaling of random spreading in small world networks SO PHYSICAL REVIEW E LA English DT Article NR 16 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland Helsinki Univ Technol, Lab Computat Engn, FIN-02015 Espoo, Finland Helsinki Univ Technol, Res Ctr Computat Sci & Engn, FIN-02015 Espoo, Finland Tech Univ Budapest, Dept Theoret Phys, H-1111 Budapest, Hungary ID INTERNET AB In this study we have carried out computer simulations of random walks on Watts-Strogatz-type small world networks and measured the mean number of visited sites and the return probabilities. These quantities were found to obey scaling behavior with intuitkely reasoned exponents as long as the probability p of having a long range bond was sufficiently low. CR ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 FALOUTSOS M, 1999, COMP COMM R, V29, P251 JASCH F, 2001, PHYS REV E 1, V63 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, CONDMAT00004163 REDNER S, 1998, EUR PHYS J B, V4, P131 SCALA A, CONDMAT0004380 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 1 BP art. no. EP 057105 PG 3 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Lahtinen J Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100150 ER PT Journal AU Janssen, MA Jager, W TI Fashions, habits and changing preferences: Simulation of psychological factors affecting market dynamics SO JOURNAL OF ECONOMIC PSYCHOLOGY LA English DT Article NR 52 SN 0167-4870 PU ELSEVIER SCIENCE BV C1 Free Univ Amsterdam, Dept Spatial Econ, Boelelaan 1105, NL-1081 HV Amsterdam, Netherlands Free Univ Amsterdam, Dept Spatial Econ, NL-1081 HV Amsterdam, Netherlands Univ Groningen, Fac Management & Org, NL-9700 AV Groningen, Netherlands DE social networks; changing preferences; consumer behaviour; lock-in ID INFORMATIONAL CASCADES; BEHAVIOR; RATIONALITY; ECONOMICS; NORMS; FADS AB Markets can show different types of dynamics, from quiet markets dominated by one or few products, to markets with constant penetration of new and reintroduced products. This paper explores the dynamics of markets from a psychological perspective using a multi-agent simulation model. The behavioural rules of the artificial consumers, the consumats, are based on a conceptual meta-theory from psychology. The artificial consumers have to choose each period between similar products. Products remain in the market as long as they maintain a minimum level of market share, else they will be replaced by a new product. Assuming a population of consumats with different preferences, and social networks, the model simulates adoption of new products for alternative assumptions on behavioural rules. Furthermore, the consequences of changing preferences and the size of social networks are explored. Results show that the behavioural rules that dominate the artificial consumer's decision making determine the resulting market dynamics, such as fashions, lock-in and unstable renewal. Results also show the importance of psychological variables like social networks, preferences and the need for identity to explain the dynamics of markets. (C) 2001 Elsevier Science B.V. All rights reserved. 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Econ. Psychol. PY 2001 PD DEC VL 22 IS 6 GA 496FY PI AMSTERDAM RP Janssen MA Free Univ Amsterdam, Dept Spatial Econ, Boelelaan 1105, NL-1081 HV Amsterdam, Netherlands J9 J ECON PSYCH PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000172386600003 ER PT Journal AU Latora, V Marchiori, M TI Efficient behavior of small-world networks SO PHYSICAL REVIEW LETTERS LA English DT Article NR 25 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Univ Paris 11, Lab Phys Theor & Modeles Stat, Batiment 100, F- 91405 Orsay, France Univ Paris 11, Lab Phys Theor & Modeles Stat, F-91405 Orsay, France Univ Catania, Dept Phys & Astron, I-95129 Catania, Italy Ist Nazl Fis Nucl, I-95129 Catania, Italy MIT, Comp Sci Lab, Cambridge, MA 02139 USA Univ Venice, Dept Comp Sci, I-30172 Venice, Italy ID CEREBRAL-CORTEX; CONNECTIVITY; TOLERANCE AB We introduce the concept of efficiency of a network as a measure of how efficiently it exchanges information. By using this simple measure, small-world networks are seen as systems that are both globally and locally efficient. This gives a clear physical meaning to the concept of "small world," and also a precise quantitative analysis of both weighted and unweighted networks. We study neural networks and man-made communication and transportation systems and we show that the underlying general principle of their construction is in fact a small-world principle of high efficiency. CR ACHACOSO TB, 1992, AYS NEUROANATOMY C E ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARYAM Y, 1997, DYNAMICS COMPLEX SYS BOLLOBAS B, 1985, RANDOM GRAPHS COHEN R, 2000, PHYS REV LETT, V85, P2758 GALLO G, 1908, ANN OPER RES, V13, P3 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MARCHIORI M, IN PRESS MARCHIORI M, 2000, PHYSICA A, V285, P539 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, CONDMAT0001118 NEWMAN MEJ, CONDMAT0011144 SCANNELL JW, 1995, J NEUROSCI, V15, P1463 SCANNELL JW, 1997, NATURE, V386, P452 SIVAN E, 1999, BIOL CYBERN, V81, P11 SPORNS O, 2000, CEREB CORTEX, V10, P127 WATTS DJ, 1998, NATURE, V393, P440 WHITE JG, 1986, PHILOS T ROY SOC B, V314, P1 YOUNG MP, 1993, P ROY SOC LOND B BIO, V252, P13 TC 0 BP art. no. EP 198701 PG 4 JI Phys. Rev. Lett. PY 2001 PD NOV 5 VL 8719 IS 19 GA 490AT PI COLLEGE PK RP Latora V Univ Paris 11, Lab Phys Theor & Modeles Stat, Batiment 100, F-91405 Orsay, France J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172027200063 ER PT Journal AU Gunsalus, CK TI How many degrees of separation? Preparation, proximity and professionalism - Commentary on 'help from faculty: Findings from the Acadia Institute graduate education study' SO SCIENCE AND ENGINEERING ETHICS LA English DT Editorial Material NR 7 SN 1353-3452 PU OPRAGEN PUBLICATIONS C1 Univ Illinois, Off Provost, Swanlund Adm Bldg,601 E John St, Champaign, IL 61820 USA Univ Illinois, Off Provost, Champaign, IL 61820 USA DE standards of professional behavior; research ethics CR ANDERSON MS, 2001, SCI ENG ETHICS, V7, P487 FISHER BA, 2001, SCI ENG ETHICS, V7, P563 GUARE J, 1990, 6 DEGREES SEPARATION GUNSALUS CK, 1997, CHRONICLE HIGHE 0328 GUNSALUS CK, 1998, SCI ENG ETHICS, V4, P51 GUNSALUS CK, 1998, SCI ENG ETHICS, V4, P75 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 TC 0 BP 505 EP 506 PG 2 JI SCI. ENG. ETHICS PY 2001 PD JUL VL 7 IS 4 GA 485ZD PI GUILDFORD RP Gunsalus CK Univ Illinois, Off Provost, Swanlund Adm Bldg,601 E John St, Champaign, IL 61820 USA J9 SCI ENG ETHICS PA PO BOX 54, GUILDFORD GU1 2YF, SURREY, ENGLAND UT ISI:000171792600007 ER PT Journal AU Kuperman, M Abramson, G TI Complex structures in generalized small worlds SO PHYSICAL REVIEW E LA English DT Article NR 8 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina ID NETWORKS AB We propose a generalization of small world networks, in which the reconnection of links is governed by a function that depends on the distance between the elements to be linked. An adequate choice of this function lets us control the clusterization of the system. Control of the clusterization, in turn, allows the generation of a wide variety of topologies. CR ABRAMSON G, 2001, PHYS REV E 1, V63 ALBERT R, 2000, PHYS REV LETT, V85, P5234 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PASTORSATORRAS R, CONDMAT0102028 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 1 BP art. no. EP 047103 PG 4 JI Phys. Rev. E PY 2001 PD OCT VL 6404 IS 4 PN 2 GA 483RF PI COLLEGE PK RP Kuperman M Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000171649100105 ER PT Journal AU Sorenson, O Stuart, TE TI Syndication networks and the spatial distribution of venture capital investments SO AMERICAN JOURNAL OF SOCIOLOGY LA English DT Article NR 70 SN 0002-9602 PU UNIV CHICAGO PRESS C1 Univ Calif Los Angeles, Anderson Grad Sch Management, 110 Westwood Plaza,Suite 420, Los Angeles, CA 90095 USA Univ Calif Los Angeles, Anderson Grad Sch Management, Los Angeles, CA 90095 USA Univ Chicago, Sch Business, Chicago, IL 60637 USA ID SOCIAL-STRUCTURE; MARKET; MODELS; GEOGRAPHY; INDUSTRY; DISTANCE; CHOICE AB Sociological investigations of economic exchange reveal how institutions and social structures shape transaction patterns among economic actors. This article explores how interfirm networks in the U.S. venture capital (VC) market affect spatial patterns of exchange. Evidence suggests that information about potential investment opportunities generally circulates within geographic and industry spaces. In turn, the circumscribed flow of information within these spaces contributes to the geographic- and industry-localization of VC investments. Empirical analyses demonstrate that the social networks in the VC community-built up through the industry's extensive use of syndicated investing-diffuse information across boundaries and therefore expand the spatial radius of exchange. Venture capitalists that build axial positions in the industry's coinvestment network invest more frequently in spatially distant companies. Thus, variation in actors' positioning within the structure of the market appears to differentiate market participants' ability to overcome boundaries that otherwise would curtail exchange. 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J. Sociol. PY 2001 PD MAY VL 106 IS 6 GA 480DM PI CHICAGO RP Sorenson O Univ Calif Los Angeles, Anderson Grad Sch Management, 110 Westwood Plaza,Suite 420, Los Angeles, CA 90095 USA J9 AMER J SOCIOL PA 1427 E 60TH ST, CHICAGO, IL 60637-2954 USA UT ISI:000171446800002 ER PT Journal AU Batty, M TI Cities as small worlds SO ENVIRONMENT AND PLANNING B-PLANNING & DESIGN LA English DT Editorial Material NR 4 SN 0265-8135 PU PION LTD CR BARABASI AL, 1999, SCIENCE, V286, P509 BOULDING KE, 1956, IMAGE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 0 BP 637 EP 638 PG 2 JI Environ. Plan. B-Plan. Des. PY 2001 PD SEP VL 28 IS 5 GA 477MQ PI LONDON J9 ENVIRON PLAN B-PLAN DESIGN PA 207 BRONDESBURY PARK, LONDON NW2 5JN, ENGLAND UT ISI:000171287900001 ER PT Journal AU Coles, N TI It's not what you know - It's who you know that counts. Analysing serious crime groups as social networks SO BRITISH JOURNAL OF CRIMINOLOGY LA English DT Article NR 35 SN 0007-0955 PU OXFORD UNIV PRESS C1 Univ Durham, Dept Sociol & Social Policy, Durham DH1 3HP, England Univ Durham, Dept Sociol & Social Policy, Durham DH1 3HP, England AB This paper draws attention to the failure by criminologists to adopt Social Network Analysis techniques and concepts in the investigation of criminal networks, particularly in the study of organized crime. It argues that such techniques offer significant potential advantages to criminologists seeking to analyse relational data, whilst nonetheless recognizing the methodological limitations implicit in certain aspects of such data obtained in serious crime studies. Three differing accounts, published more than 25 years ago, are examined and, it is suggested, collectively represent a conceptual model offering an explanation as to how extensive criminal networks operate successfully. This model, if employed together with social network analysis techniques, promises significant progress towards the understanding of serious crime networks in the United Kingdom. CR ALDRICH H, 1982, SOCIAL STRUCTURE NET, P281 BARNES JA, 1972, SOCIAL NETWORKS BENNETTO J, 1995, INDEPENDENT 0821 BOISSEVAIN J, 1974, FRIENDS FRIENDS NETW DAVIS RH, 1981, FBI LAW ENFORCEMENT, V50, P11 DORN N, 1992, TRAFFICKERS DRUG MAR ERICKSON B, 1982, SOCIAL STRUCTURE NET, P159 ERICKSON BH, 1988, SOCIAL STRUCTURES NE, P99 FISCHER CS, 1992, AM CALLING SOCIAL HI FOREMAN F, 1996, RESPECT GALASKIEWICZ J, 1994, ADV SOCIAL NETWORK A, PR11 GRANOVETTER M, 1976, AM J SOCIOL, V81, P1287 GRANOVETTER M, 1982, SOCIAL STRUCTURE NET, P105 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HOBBS D, 1995, BAD BUSINESS HOBBS D, 1994, OXFORD HDB CRIMINOLO, P441 HOBBS D, 1997, SOCIOLOGY, V31, P57 JACKSON JL, 1996, TRANSNATIONAL ORG CR, V2, P83 KNOKE D, 1994, ADV SOCIAL NETWORK A, P274 KNOKE D, 1991, HIERARCHIES NETWORKS, P173 KNOKE D, 1982, NETWORK ANAL LEVI M, 1994, MEMORANDUM HOUSE COM, V14 LIN N, 1975, COMMUNICATION BEHAV, P237 LUPSHA P, 1983, CAREER CRIMINALS, P59 MACK J, 1972, BRIT J CRIMINOL, V12, P44 MCANDREW D, 1999, SOCIAL PSYCHOL CRIME, P59 MCANDREW D, 1999, THESIS U LIVERPOOL MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL J, 1969, SOCIAL NETWORKS URBA PUNCH M, 1991, HOWARD J, V30, P121 SCOTT J, 1991, SOCIAL NETWORK ANAL SPARROW M, 1991, SOC NETWORKS, V13, P251 TAYLOR L, 1984, UNDERWORLD WALKER ME, 1994, ADV SOCIAL NETWORK A, P53 WELLMAN B, 1988, SOCIAL STRUCTURES NE TC 0 BP 580 EP 594 PG 15 JI Br. J. Criminol. PY 2001 PD FAL VL 41 IS 4 GA 477XP PI OXFORD RP Coles N Univ Durham, Dept Sociol & Social Policy, Durham DH1 3HP, England J9 BRIT J CRIMINOL PA GREAT CLARENDON ST, OXFORD OX2 6DP, ENGLAND UT ISI:000171309800003 ER PT Journal AU Ozana, M TI Incipient spanning cluster on small-world networks SO EUROPHYSICS LETTERS LA English DT Article NR 8 SN 0295-5075 PU E D P SCIENCES C1 Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden ID PERCOLATION; MODEL AB We analyze the scaling properties of the largest cluster size for the site percolation problem on small-world graphs. It is shown how the presence of the extra length-scale, the small- world crossover length xi, influences the fractal dimension D of the spanning cluster. Using the results for dimension d = 2 we nd the critical exponent governing the cluster size distribution tau similar or equal to5/2. This implies that is universal and independent of d in agreement with the conjecture by Moore and Newman. CR MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 STAUFFER D, 1999, INT J MOD PHYS C, V10, P935 STAUFFER D, 1992, INTRO PERCOLATION TH WATTS DJ, 1998, NATURE, V393, P440 TC 2 BP 762 EP 766 PG 5 JI Europhys. Lett. PY 2001 PD SEP VL 55 IS 6 GA 474CJ PI LES ULIS CEDEXA RP Ozana M Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden J9 EUROPHYS LETT PA 7, AVE DU HOGGAR, PARC D ACTIVITES COURTABOEUF, BP 112, F-91944 LES ULIS CEDEXA, FRANCE UT ISI:000171086500002 ER PT Journal AU Wagner, A Fell, DA TI The small world inside large metabolic networks SO PROCEEDINGS OF THE ROYAL SOCIETY OF LONDON SERIES B-BIOLOGICAL SCIENCES LA English DT Article NR 52 SN 0962-8452 PU ROYAL SOC LONDON C1 Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England Univ New Mexico, Dept Biol, Albuquerque, NM 87131 USA DE metabolism; graph theory; small world; evolution; origin of life ID CITRIC-ACID CYCLE; ESCHERICHIA-COLI; QUANTITATIVE-ANALYSIS; PATHWAY ANALYSIS; EVOLUTION; FLUX; CAPABILITIES; ORGANIZATION; CONSTRAINTS; DEFINITION AB The metabolic network of the catabolic, energy and biosynthetic metabolism of Escherichia colt is a paradigmatic case for the large genetic and metabolic networks that functional genomics efforts are beginning to elucidate. To analyse the structure of previously unknown networks involving hundreds or thousands of components by simple visual inspection is impossible, and quantitative approaches are needed to analyse them. We have undertaken a graph theoretical analysis of the E. coli metabolic network and find that this network is a small-world graph, a type of graph distinct from both regular and random networks and observed in a variety of seemingly unrelated areas, such as friendship networks in sociology, the structure of electrical power grids, and the nervous system of Caenorhabditis elegans. Moreover, the connectivity of the metabolites follows a power law, another unusual but by no means rare statistical distribution. This provides an objective criterion for the centrality of the tricarboxylic acid cycle to metabolism. The small-world architecture may serve to minimize transition times between metabolic states, and contains evidence about the evolutionary history of metabolism. CR ALBERT R, 1999, NATURE, V401, P130 BAIROCH A, 1999, NUCLEIC ACIDS RES, V27, P310 BAK P, 1990, PHYSICA A, V163, P403 BARABASI AL, 1999, SCIENCE, V286, P509 BENNER SA, 1989, P NATL ACAD SCI USA, V86, P7054 BOLLOBAS B, 1985, RANDOM GRAPHS CASCANTE M, 1995, BIOCHEM J, V308, P895 CHIVA E, 1995, BIOL CYBERN, V73, P323 COHEN JE, 1984, P NATL ACAD SCI USA, V81, P4105 EASTERBY JS, 1986, BIOCHEM J, V233, P871 EDWARDS JS, 2000, P NATL ACAD SCI USA, V97, P5528 FELL DA, 1986, BIOCHEM J, V238, P781 FELL DA, 1990, BIOMED BIOCHIM ACTA, V49, P811 FELL DA, 1997, UNDERSTANDING CONTRO GLASS L, 1988, EUROPHYS LETT, V41, P599 GOPIKRISHNAN P, 1998, EUR PHYS J B, V3, P139 GRAHAM RL, 1995, HDB COMBINATORICS HEINRICH R, 1996, REGULATION CELLULAR HOFMEYR JHS, 1989, EUR J BIOCHEM, V186, P343 HOLMS WH, 1986, CURR TOP CELL REGUL, V28, P69 HUYNEN MA, 1999, TRENDS MICROBIOL, V7, P281 INGRAHAM JL, 1983, GROWTH BACTERIAL CEL JEONG H, 2000, NATURE, V407, P651 KARP PD, 1999, NUCLEIC ACIDS RES, V27, P55 KAUFFMAN SA, 1967, J THEOR BIOL, V22, P437 KEITT TH, 1998, NATURE, V393, P257 KUHN H, 1994, FEBS LETT, V352, P259 LAHAV N, 1999, BIOGENESIS MEHLHORN K, 1999, LEDA PLATFORM COMBIN MELENDEZHEVIA E, 1996, J MOL EVOL, V43, P293 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOROWITZ HJ, 1992, BEGINNINGS CELLULAR MOROWITZ HJ, 1999, COMPLEXITY, V4, P39 MURRE JMJ, 1995, BIOL CYBERN, V73, P529 NEIDHARDT FC, 1996, ESCHERICHIA COLI SAL NEWMAN MEJ, 1999, P ROY SOC LOND B BIO, V266, P1267 PRAMANIK J, 1997, BIOTECHNOL BIOENG, V56, P398 REDER C, 1988, J THEOR BIOL, V135, P175 ROHMER M, 1993, BIOCHEM J, V295, P517 SCHILLING CH, 1999, BIOTECHNOL PROGR, V15, P296 SCHUSTER S, 1987, J THEOR BIOL, V129, P189 SCHUSTER S, 2000, NAT BIOTECHNOL, V18, P326 SCHUSTER S, 1999, TRENDS BIOTECHNOL, V17, P53 SELKOV E, 1996, NUCLEIC ACIDS RES, V24, P26 SEN AK, 1991, BIOCHEM J, V275, P253 STRYER L, 1995, BIOCHEMISTRY TAYLOR FJR, 1989, BIOSYSTEMS, V22, P177 VARMA A, 1993, J THEOR BIOL, V165, P477 WADDELL TG, 1995, MICROBIOLOGIA SEM, V11, P243 WAGNER A, 1996, EVOLUTION, V50, P1008 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1997, THESIS CORNELL U ITH TC 5 BP 1803 EP 1810 PG 8 JI Proc. R. Soc. Lond. Ser. B-Biol. Sci. PY 2001 PD SEP 7 VL 268 IS 1478 GA 469UN PI LONDON RP Fell DA Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England J9 PROC ROY SOC LONDON SER B PA 6 CARLTON HOUSE TERRACE, LONDON SW1Y 5AG, ENGLAND UT ISI:000170834600008 ER PT Journal AU Wuchty, S TI Scale-free behavior in protein domain networks SO MOLECULAR BIOLOGY AND EVOLUTION LA English DT Article NR 40 SN 0737-4038 PU SOC MOLECULAR BIOLOGY EVOLUTION C1 European Media Lab, Schloss Wolfsbrunnenweg 33, D-69118 Heidelberg, Germany European Media Lab, D-69118 Heidelberg, Germany DE protein domains; scale-free and small-world topology; evolution of protein architectures ID WORLD-WIDE-WEB; DATABASE; SEQUENCES AB Several technical, social, and biological networks were recently found to demonstrate scale-free and small-world behavior instead of random graph characteristics. In this work, the topology of protein domain networks generated with data from the ProDom, Pfam, and Prosite domain databases was studied. It was found that these networks exhibited small-world and scale-free topologies with a high degree of local clustering accompanied by a few long-distance connections. Moreover, these observations apply not only to the complete databases, but also to the domain distributions in proteomes of different organisms. The extent of connectivity among domains reflects the evolutionary complexity of the organisms considered. CR *INT HUM GEN SEQ C, 2001, NATURE, V409, P860 ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 ALTSCHUL SF, 1997, NUCLEIC ACIDS RES, V25, P3389 APWEILER R, 2001, NUCLEIC ACIDS RES, V29, P37 APWEILER R, 2001, NUCLEIC ACIDS RES, V29, P44 ARAVIND L, 2001, SCIENCE, V291, P1279 ATTWOOD TK, 2000, NUCLEIC ACIDS RES, V28, P225 BAIROCH A, 2000, NUCLEIC ACIDS RES, V28, P45 BARABASI AL, 2000, PHYSICA A, V281, P69 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BATAGELJ V, 1998, CONNECTIONS, V21, P47 BATEMAN A, 2000, NUCLEIC ACIDS RES, V28, P263 BORNBERGBAUER E, 1997, BIOPHYS J, V5, P2393 CORPET F, 2000, NUCLEIC ACIDS RES, V28, P267 DOOLITTLE RF, 1995, ANNU REV BIOCHEM, V64, P287 DORIT RL, 1991, CURR OPIN GENE DEV, V1, P464 ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 FELL D, 2000, NAT BIOTECHNOL, V189, P1121 GILBERT W, 1993, GENE, V135, P137 GUARE J, 1990, 6 DEGREES SEPARATION HOFMANN K, 1999, NUCLEIC ACIDS RES, V27, P215 HUBERMAN BA, 1998, SCIENCE, V280, P95 JANIN J, 1985, METHOD ENZYMOL, V115, P420 JEONG H, 2000, NATURE, V407, P651 KRIVENTSEVA EV, 2001, NUCLEIC ACIDS RES, V29, P33 LI WH, 2001, NATURE, V409, P847 MARCOTTE EM, 1999, SCIENCE, V285, P751 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MILLER GA, 1958, AM J PSYCHOL, V71, P209 RUBIN GM, 2000, SCIENCE, V287, P2204 SCHUSTER P, 1994, P ROY SOC LOND B BIO, V255, P279 SEIDEL HM, 1992, SCIENCE, V257, P1489 SMITH CWJ, 1989, ANNU REV GENET, V23, P527 STOLTZFUS A, 1994, SCIENCE, V265, P202 TUPLER R, 2001, NATURE, V409, P832 VENTER JC, 2001, SCIENCE, V291, P1304 WATTS DJ, 1998, NATURE, V393, P440 TC 3 BP 1694 EP 1702 PG 9 JI Mol. Biol. Evol. PY 2001 PD SEP VL 18 IS 9 GA 466DU PI LAWRENCE RP Wuchty S European Media Lab, Schloss Wolfsbrunnenweg 33, D-69118 Heidelberg, Germany J9 MOL BIOL EVOL PA PO BOX 1897, LAWRENCE, KS 66044-8897 USA UT ISI:000170629700007 ER PT Journal AU Mayer-Kress, G Porter, MA TI Remarks on whale cultures from a complex systems perspective SO BEHAVIORAL AND BRAIN SCIENCES LA English DT Editorial Material NR 15 SN 0140-525X PU CAMBRIDGE UNIV PRESS C1 Penn State Univ, Dept Kinesiol, University Pk, PA 16802 USA Penn State Univ, Dept Kinesiol, University Pk, PA 16802 USA Cornell Univ, Ctr Appl Math, Ithaca, NY 14850 USA ID WORLD NETWORK MODEL; MEGAPTERA-NOVAEANGLIAE AB The target article provides stimulating evidence for culture in cetaceans but does not provide a coherent theoretical framework. We argue that a complex, adaptive systems approach not only can provide such a framework but also can contribute advanced data analysis and simulation methods. For humpback whale songs, we suggest the frame work of "small-world networks" to model the observed spatio-temporal dynamics. CR HAKEN H, 1987, ADV SYNERGETICS LEHRER T, 1959, LEHRER RECORDS MAYERKRESS G, 2000, IN PRESS SCI INT S Z MAYERKRESS G, 1995, INFORMATION SOC, V11, P1 MAYERKRESS G, 1996, PREDICTABILITY COMPL MERCADO E, 1999, J ACOUST SOC AM, V105, P3004 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOBLEY JR, 1988, BEHAV ECOL SOCIOBIOL, V23, P221 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PAYNE K, 1999, ORIGINS MUSIC SALDEN DR, 1999, CAN J ZOOL, V77, P504 SPITZ SS, 2000, MAR MAMMAL SCI, V16, P664 STROGATZ SH, 1994, NONLINEAR DYNAMICS C, P348 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 344 EP + PG 11 JI Behav. Brain Sci. PY 2001 PD APR VL 24 IS 2 GA 458DL PI PORT CHESTER RP Mayer-Kress G Penn State Univ, Dept Kinesiol, University Pk, PA 16802 USA J9 BEHAV BRAIN SCI PA 110 MIDLAND AVE, PORT CHESTER, NY 10573-9863 USA UT ISI:000170177900084 ER PT Journal AU Newman, MEJ TI Scientific collaboration networks. II. Shortest paths, weighted networks, and centrality SO PHYSICAL REVIEW E LA English DT Article NR 17 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA Cornell Univ, Ctr Appl Math, Ithaca, NY 14853 USA ID SMALL-WORLD; DEGREE SEQUENCE AB Using computer databases of scientific papers in physics, biomedical research, and computer science, we have constructed networks of collaboration between scientists in each of these disciplines. In these networks two scientists are considered connected if they have coauthored one or more papers together. Here we study a variety of nonlocal statistics for these networks, such as typical distances between scientists through the network, and measures of centrality such as closeness and betweenness. We further argue that simple networks such as these cannot capture variation in the strength of collaborative ties and propose a measure of collaboration strength based on the number of papers coauthored by pairs of scientists, and the number of other scientists with whom they coauthored those papers. CR AHUJA RK, 1993, NETWORK FLOWS THEORY BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BRANDES U, 2000, UNPUB U KONSTANZ REP ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 FREEMAN LC, 1977, SOCIOMETRY, V40, P35 KAUTZ H, 1997, COMMUN ACM, V40, P63 MARCHIORI M, 2000, PHYSICA A, V285, P539 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOLLOY M, 1998, COMB PROBAB COMPUT, V7, P295 MOLLOY M, 1995, RANDOM STRUCT ALGOR, V6, P161 NEWMAN MEJ, CONDMAT0007235 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SEDGEWICK R, 1988, ALGORITHMS STROGATZ SH, COMMUNICATION WASSERMAN S, 1994, SOCIAL NETWORK ANAL TC 12 BP art. no. EP 016132 PG 7 JI Phys. Rev. E PY 2001 PD JUL VL 6401 IS 1 PN 2 GA 453GC PI COLLEGE PK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000169907300042 ER PT Journal AU Kogut, B Walker, G TI The small world of Germany and the durability of national networks SO AMERICAN SOCIOLOGICAL REVIEW LA English DT Article NR 62 SN 0003-1224 PU AMER SOCIOLOGICAL ASSOC C1 Univ Penn, Wharton Sch, Philadelphia, PA 19104 USA Univ Penn, Wharton Sch, Philadelphia, PA 19104 USA Ecole Polytech, Reginald Jones Ctr, F-91128 Palaiseau, France So Methodist Univ, Edwin L Cox Sch Business, Dept Strategy & Entrepreneurship, Dallas, TX 75275 USA ID CORPORATE GOVERNANCE; MARKET; ACQUISITION; INTERLOCKS; POLITICS; DYNAMICS; BANKS; FORM AB The globalization of financial markets and the concomitant restructuring decisions of firms challenge the historical legacy of national systems of governance. German corporate ownership patterns and restructuring events in the 1990's are examined here in this light. The results show that ownership links among German firms constitute a "small world" that has consequences for understanding mergers and acquisitions. Ownership links form closely-knit clusters of firms that are nonetheless highly connected across the network as a whole. Restructuring events fall squarely in the center of this structure. Despite increasing global competition, the German small world tends to replicate itself To illustrate this robustness, potential disruptions to the observed German network are simulated. This simulation shows that the properties of the small world remain intact even when ownership ties are changed. These findings suggest that a more global economy in Germany need not lead to the dissolution of the ownership structure, bur rather may be associated with a deepening of network ties. CR *CAIPERS, 1996, INT CORP GOV STUD CO *FRANKF ALLG, 1995, GERM TOP 500 HDB GER ALBERT M, 1993, CAPITALISM VERSUS CA BERGER S, 1996, NATL DIVERSITY GLOBA BEYER J, 1999, LEVIATHAN, V27, P518 BOYER R, 2000, WORLD CHANGED MACHIN BRADY R, 1933, RATIONALIZATION MOVE BURT RS, 1983, CORPORATE PROFITS CO BURT RS, 1992, STRUCTURAL HOLES SOC COLEMAN J, 1990, FDN SOCIAL THEORY DAVIS GF, 1999, ADMIN SCI QUART, V44, P215 DAVIS GF, 1992, ADMIN SCI QUART, V37, P605 DEEG R, 1999, FINANCE CAPITAL UNVE DOMHOFF GW, 1967, WHO RULES AM EDWARDS J, 1993, BANKS FINANCE INVEST FELDSTEIN M, 1991, NATL SAVING EC PERFO, P201 FLIGSTEIN N, 1996, AM SOCIOL REV, V61, P656 FLIGSTEIN N, 1990, TRANSFORMATION COPRO FREEMAN LC, 1979, SOC NETWORKS, V1, P215 GERLACH M, 1992, ALLIANCE CAPITALISM GERSCHENKRON A, 1962, EC BACKWARDNESS HIST GIDDENS A, 1984, CONSTITUTION SOC GORTON G, 1996, NATL BUREAU EC RES W, V5453 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HAMILTON GG, 1988, AM J SOCIOL, V94, P52 HAUNSCHILD PR, 1993, ADMIN SCI QUART, V38, P564 HERRIGEL G, 1996, IND CONSTRUCTIONS SO HOEPNER M, 2000, UNTERNEHMENTSVERFECH HOUSSIAUX J, 1957, POUVOIR MONOPOLE JUERGENS U, 2000, ECON SOC, V29, P54 KHANNA T, 2000, CONCENTRATED CORPORA, PCH9 KOCKA J, 1979, RECHT ENTWICKLUNG GR, P54 KOGUT B, 1993, COUNTRY COMPETITION KOGUT B, ORG SCI LIN N, 2000, SOCIAL RESOURCES SOC LINCOLN JR, 1992, AM SOCIOL REV, V57, P561 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MIZRUCHI MS, 1996, ANNU REV SOCIOL, V22, P271 OSULLIVAN M, 2000, CONTESTS CORPORATE C PADGETT JF, 1993, AM J SOCIOL, V98, P1259 PALMER D, 1995, AM SOCIOL REV, V60, P469 PALMER DA, 1993, ADMIN SCI QUART, V38, P100 PENNINGS J, 1980, INTERLOCKING DIRECTO PODOLNY JM, 1993, AM J SOCIOL, V98, P829 PROWSE S, 1995, FINANCIAL MARKETS I, V4, P1 RAPOPORT A, 1961, BEHAV SCI, V6, P279 RIESSER J, 1910, DTSCH GROSSBANKEN IH ROE M, 1994, STRONG MANAGERS WEAK SCHMIDT RH, 1999, J FINANC INTERMED, V8, P36 SCOTT J, 1997, CORPORATIONS CLASSES SOSKICE D, 1990, OXFORD REV ECON POL, V6, P36 USEEM M, 1984, INNER CIRCLE LARGE C USEEM M, 1996, INVESTOR CAPITALISM VANWOLFEREN K, 1990, ENIGMA JAPANESE POWE WALKER G, 1997, ORGAN SCI, V8, P109 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1999, AM J SOCIOL, V105, P493 WATTS DJ, 1998, NATURE, V393, P440 WELLHOENER V, 1989, GROSSBANKEN GROSSIND WHITE H, 1970, SOC FORCES, V49, P259 ZEY M, 1999, SOCIOL QUART, V40, P241 ZIEGLER N, 2000, POLIT SOC, V28, P195 TC 1 BP 317 EP 335 PG 19 JI Am. Sociol. Rev. PY 2001 PD JUN VL 66 IS 3 GA 449VD PI WASHINGTON RP Kogut B Univ Penn, Wharton Sch, Philadelphia, PA 19104 USA J9 AMER SOCIOL REV PA 1307 NEW YORK AVE NW #700, WASHINGTON, DC 20005-4712 USA UT ISI:000169707100001 ER PT Journal AU Krapivsky, PL Redner, S TI Organization of growing random networks SO PHYSICAL REVIEW E LA English DT Article NR 56 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Boston Univ, Ctr BioDynam, Boston, MA 02215 USA Boston Univ, Ctr BioDynam, Boston, MA 02215 USA Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Dept Phys, Boston, MA 02215 USA ID WORLD-WIDE-WEB; DEGREE SEQUENCE; INTERNET; GROWTH; AGGREGATION; MODEL; BEHAVIOR; KINETICS; DYNAMICS; GRAPH AB The organizational development of growing random networks is investigated. These growing networks are built by adding nodes successively, and linking each to an earlier node of degree k with an attachment probability A(k). When A(k) grows more slowly than linearly with k, the number of nodes with k links. N-k(t), decays faster than a power law in k, while for A(k) growing faster than linearly in k, a single node emerges which connects to nearly all other nodes. When A(k) is asymptotically linear, N-k(t) similar to tk(-nu), With nu dependent on details of the attachment probability, but in the range 2 < <. The combined age and degree distribution of nodes shows that old nodes typically have a large degree. There is also a significant correlation in the degrees of neighboring nodes, so that nodes of similar degree are more likely to be connected. The size distributions of the in and out components of the network with respect to a given node-namely, its "descendants" and "ancestors''-are also determined. The in component exhibits a robust s(-2) power-law tail, where s is the component size. The out component has a typical size of order In t, and it provides basic insights into the genealogy of the network. 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The "small- world networks" model described recently by Watts and Strogatz provides an interesting approach to this issue. In this paper, we show that associative memory networks with small-world architectures can provide the same retrieval performance as randomly connected networks while using a fraction of the total connection length. (C) 2001 Published by Elsevier Science B.V. CR AMIT DJ, 1989, MODELING BRAIN FUNCT BOLLOBAS B, 1985, RANDOM GRAPHS CANNING A, 1988, J PHYS A-MATH GEN, V21, P3275 HERTZ J, 1991, INTRO THEORY NEURAL HOPFIELD JJ, 1982, P NATIONAL ACADEMY S, V79, P2445 HUERTA R, 2000, PHYS REV LETT, V84, P2758 KOMLOS J, 1993, J COMPUT SYST SCI, V47, P350 LEVY N, 1999, NEURAL COMPUT, V11, P1717 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NOEST AJ, 1989, PHYS REV LETT, V63, P1739 OKANE D, 1992, J PHYS A-MATH GEN, V25, P5055 VENKATESH SS, 1992, IEEE T INFORM THEORY, V38, P1114 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 489 EP 496 PG 8 JI Neurocomputing PY 2001 PD JUN VL 38 GA 439QU PI AMSTERDAM RP Bohland JW Univ Cincinnati, ECECS Dept, Complex Adapt Syst Lab, Cincinnati, OH 45221 USA J9 NEUROCOMPUTING PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000169129200066 ER PT Journal AU Liljeros, F Edling, CR Amaral, LAN Stanley, HE Aberg, Y TI The web of human sexual contacts SO NATURE LA English DT Article NR 14 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Stockholm Univ, Dept Sociol, S-10691 Stockholm, Sweden Stockholm Univ, Dept Sociol, S-10691 Stockholm, Sweden Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Dept Phys, Boston, MA 02215 USA ID SMALL-WORLD NETWORKS CR ALBERT R, 2000, NATURE, V406, P378 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 HETHCOTE HW, 1984, GONORRHEA TRANSMISSI KOCHEN M, 1989, SMALL WORLD LAUMANN EO, 1994, SOCIAL ORG SEXUALITY LEWIN B, 1998, SEX SWEDEN SEXUAL LI MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PASTORSATORRAS R, 2001, PHYS REV LETT, V86, P3200 SIMON HA, 1955, BIOMETRIKA, V42, P425 STROGATZ SH, 2001, NATURE, V410, P268 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 TC 13 BP 907 EP 908 PG 2 JI Nature PY 2001 PD JUN 21 VL 411 IS 6840 GA 444EN PI LONDON RP Liljeros F Stockholm Univ, Dept Sociol, S-10691 Stockholm, Sweden J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000169386200032 ER PT Journal AU Kullman, L Kertesz, J TI Preferential growth: Exact solution of the time-dependent distributions SO PHYSICAL REVIEW E LA English DT Article NR 19 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Tech Univ Budapest, Inst Phys, Dept Theoret Phys, Budafoki Ut 8, H-1111 Budapest, Hungary Tech Univ Budapest, Inst Phys, Dept Theoret Phys, H-1111 Budapest, Hungary Helsinki Univ Technol, Lab Computat Engn, FIN-02015 Helsinki, Finland ID WORLD-WIDE-WEB; RANDOM NETWORKS; INTERNET; DYNAMICS AB We consider a preferential growth model where particles are added one by one to the system consisting of clusters of particles. A new particle can either form a new cluster (with probability q) or join an already existing cluster with a probability proportional to the size thereof. We calculate exactly the probability P-i(k,t) that the size of the ith cluster at time t is k. We analyze the asymptotics, the scaling properties of the size distribution and of the mean size, as well as the relation of our system to recent network models. CR ALBERT R, 1999, NATURE, V401, P130 BAK P, 1996, NATURE WORKS BARABASI AL, IN PRESS NATURE LOND BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 CHRISTENSEN HJ, 1998, SELF ORG CRITICALITY DOROGOVTSEV SN, CONDMAT0011115 DOROGOVTSEV SN, CONDMAT0012009 DOROGOVTSEV SN, 2000, PHYS REV LETT, V85, P4633 ERDELYI A, 1953, HIGHER TRANSCENDENTA FALOUTSOS M, 1999, COMP COMM R, V29, P251 HUBERMAN BA, 1999, NATURE, V401, P131 KIYOTAKI N, 1993, AM ECON REV, V83, P63 KOCHER M, 1989, SMALL WORLD KRAPIVSKY PL, 2000, PHYS REV LETT, V85, P4629 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 REDNER S, 1998, EUR PHYS J B, V4, P131 SIMON HA, 1955, BIOMETRIKA, V42, P425 WATTS DJ, 1998, NATURE, V393, P440 TC 5 BP art. no. EP 051112 PG 7 JI Phys. Rev. E PY 2001 PD MAY VL 6305 IS 5 PN 1 GA 432ZK PI COLLEGE PK RP Kullman L Tech Univ Budapest, Inst Phys, Dept Theoret Phys, Budafoki Ut 8, H-1111 Budapest, Hungary J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000168730700015 ER PT Journal AU Pandit, SA Amritkar, RE TI Random spread on the family of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 18 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Phys Res Lab, Ahmedabad 380009, Gujarat, India Phys Res Lab, Ahmedabad 380009, Gujarat, India AB We present analytical and numerical results of a random walk on the family of small-world graphs. The average access time shows a crossover from regular to random behavior with increasing distance from the starting point of the random walk. We introduce an independent step approximation, which enables us to obtain analytic results for the average access time. We observe a scaling relation for the average access time in the degree of the nodes. The behavior of the average access time as a function of p shows striking similarity with that of the characteristic length of the graph. This observation may have important applications in routing and switching in networks with a large number of nodes. CR AMARAL LAN, CONDMAT0001458 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 DEMENEZES MA, CONDMAT9903426 DOROGOVTSEV SN, CONDMAT9907445 FELLER W, 1968, INTRO PROBABILITY TH HELBING D, CONDMAT9904327 KULKARNI RV, CONDMAT9905066 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 LOVASZ L, 1993, COMBINATORICS P EROD, V2, P1 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, CONDMAT9903347 MOORE C, UNPUB MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 STEVENS WR, 1993, UNIX NETWORK PROGRAM WATTS DJ, 1998, NATURE, V393, P440 TC 2 BP art. no. EP 041104 PG 7 JI Phys. Rev. E PY 2001 PD APR VL 6304 IS 4 PN 1 GA 424CQ PI COLLEGE PK RP Pandit SA Phys Res Lab, Ahmedabad 380009, Gujarat, India J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000168214900006 ER PT Journal AU Abramson, G Kuperman, M TI Social games in a social network SO PHYSICAL REVIEW E LA English DT Article NR 14 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Ctr Atom Bariloche, RA-8400 Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, RA-8400 Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 Bariloche, Rio Negro, Argentina Consejo Nacl Invest Cient & Tecn, Buenos Aires, DF, Argentina ID MODEL AB We study an evolutionary version of the Prisoner's Dilemma game, played by agents placed in a small-world network. Agents are able to change their strategy, imitating that of the most successful neighbor. We observe that different topologies, ranging from regular lattices to random graphs, produce a variety of emergent behaviors. This is a contribution towards the study of social phenomena and transitions governed by the topology of the community. CR AXELROD R, 1997, COMPLEXITY COOPERATI AXELROD R, 1981, SCIENCE, V211, P1390 HAKEN H, 1978, SYNERGETICS INTRO KUPERMAN M, NLINAO0010012 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 NOWAK MA, 1993, INT J BIFURCAT CHAOS, V3, P35 NOWAK MA, 1992, NATURE, V359, P826 POSTON T, 1978, CATASTROPHE THEORY I SMITH JM, 1982, EVOLUTION THEORY GAM WATTS DJ, 1998, NATURE, V393, P440 ZIMMERMANN MG, IN PRESS EC HETEROGE TC 2 BP art. no. EP 030901 PG 4 JI Phys. Rev. E PY 2001 PD MAR VL 6303 IS 3 PN 1 GA 413QU PI COLLEGE PK RP Abramson G Ctr Atom Bariloche, RA-8400 Bariloche, Rio Negro, Argentina J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000167623900006 ER PT Journal AU Hansen, WB TI The future of health behavior and prevention research: What will change in the next 25 years? SO AMERICAN JOURNAL OF HEALTH BEHAVIOR LA English DT Article NR 17 SN 1087-3244 PU PNG PUBLICATIONS C1 Tanglewood Res, 7017 Albert Pick Rd,Suite D, Greensboro, NC 27409 USA Tanglewood Res, Greensboro, NC 27409 USA ID CIGARETTE AB Objective: To review progress in the field of health behavior research and suggest future directions. Methods: Reviewed the theoretical and methodological underpinnings of research during the past 25 years and identified likely technological changes that will impact research during the next 25 years, Results: In the not-too-distant future, normal science will be transformed by broad-based diffusion of innovations, some of which will include the increased use of automated data collection methods and the widespread adoption of research-based programs. Conclusion: Research during the next 25 years will eventually result in a radical transformation of health behavior research. 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CR ALLEN ES, 1999, NATURE, V402, P722 ALMIND TC, 1997, J DOC, V53, P404 BARILAN J, 1999, CYBERMETRICS, V2 BARILAN J, 2000, J AM SOC INFORM SCI, V51, P432 BARILAN J, 1999, SCIENTOMETRICS, V46, P371 BARILAN J, 1998, SCIENTOMETRICS, V43, P257 BATES MJ, 1997, ONLINE CDROM REV, V21, P331 BAWDEN D, 1986, J INFORM SCI, V12, P203 BERNERSLEE T, 1997, REALISING FULL POTEN BHARAT K, 1998, P 21 ANN INT ACM SIG, P104 BJORNEBORN L, 2000, THESIS ROYAL SCH LIB BRIN S, 1998, WWW7 C BRODER A, 2000, WWW9 C BUSH V, 1945, ATLANTIC MONTHLY, V176, P641 CLARKE SJ, 1997, ASLIB PROC, V49, P184 COURTOIS MP, 1999, ONLINE MAY, P39 CRONIN B, 1996, J DOC, V52, P163 CUI L, 1999, J MED INTERNET RES, V1, PE4 DAVIES R, 1989, J DOC, V45, P273 DEJONG H, 1997, ARTIF INTELL, V91, P225 DILLON A, 2000, J AM SOC INFORM SCI, V51, P202 ETZIONI O, 1996, COMMUN ACM, V39, P65 EYSENBACH G, 1998, BRIT MED J, V317, P1496 FAYYAD U, 1996, COMMUN ACM, V39, P27 FORD N, 1999, J DOC, V55, P528 FRAWLEY WJ, 1991, KNOWLEDGE DISCOVERY GARFIELD E, 1994, CURR CONTENTS, V21, P3 GARFIELD E, 1966, ESSAYS INFORMATION S, V1, P33 GIBSON D, 1998, P 9 ACM C HYP HYP GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 INGWERSEN P, 1998, J DOC, V54, P236 KLEIN JT, 1996, CROSSING BOUNDARIES KLEINBERG J, 1998, P ACM SIAM S DISCR A, P668 KOCHEN M, 1989, SMALL WORLD LANCASTER FW, 1985, J AM SOC INFORM SCI, V36, P389 LARSON R, 1996, P ASIS ANN M, V33, P71 LAWRENCE S, 1998, SCIENCE, V280, P98 LOSIEWICZ P, 2000, J INTELL INF SYST, V15, P99 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 OPPENHEIM C, 2000, J DOC, V56, P190 PIERCE SJ, 1999, J AM SOC INFORM SCI, V50, P271 QIN J, 1999, LIBR TRENDS, V48, P1 RODRIGUEZ JM, 1997, REV ESPANOLA DOCUMEN, V20, P175 ROUSSEAU R, 1999, CYBERMETRICS, V2 ROUSSEAU R, 1997, CYBERMETRICS, V1 SMALL H, 1999, LIBR TRENDS, V48, P72 SMITH AG, 1999, J DOC, V55, P577 SNYDER H, 1999, J DOC, V55, P375 SWANSON DR, 1997, ARTIF INTELL, V91, P183 SWANSON DR, 1986, LIBR QUART, V56, P103 SWANSON DR, 1999, LIBR TRENDS, V48, P48 THELWALL M, 2000, J DOC, V56, P185 VALDESPEREZ RE, 1999, ARTIF INTELL, V107, P335 VICKERY B, 1997, J DOC, V53, P107 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC WORMELL I, 2000, SCIENTOMETRICS, V4, P237 WYNN E, 1997, INFORM SOC, V13, P297 TC 6 BP 65 EP 82 PG 18 JI Scientometrics PY 2001 PD JAN VL 50 IS 1 GA 405QM PI DORDRECHT RP Ingwersen P Royal Sch Lib & Informat Sci, Dept Informat Studies, CIS, Birketinget 6, DK-2300 Copenhagen S, Denmark J9 SCIENTOMETRICS PA SPUIBOULEVARD 50, PO BOX 17, 3300 AA DORDRECHT, NETHERLANDS UT ISI:000167170600006 ER PT Journal AU Strogatz, SH TI Exploring complex networks SO NATURE LA English DT Review NR 97 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Cornell Univ, Dept Theoret & Appl Mech, 212 Kimball Hall, Ithaca, NY 14853 USA Cornell Univ, Dept Theoret & Appl Mech, Ithaca, NY 14853 USA Cornell Univ, Ctr Appl Math, Ithaca, NY 14853 USA ID SMALL-WORLD NETWORKS; WEAKLY COUPLED OSCILLATORS; MEAN-FIELD THEORY; FUNCTIONAL CONNECTIVITY; DEGREE SEQUENCE; PHASE- LOCKING; LASER ARRAYS; SYNCHRONIZATION; TOPOLOGY; DYNAMICS AB The study of networks pervades all of science, from neurobiology to statistical physics. The most basic issues are structural: how does one characterize the wiring diagram of a food web or the Internet or the metabolic network of the bacterium Escherichia coli? Are there any unifying principles underlying their topology? From the perspective of nonlinear dynamics, we would also like to understand how an enormous network of interacting dynamical systems - be they neurons, power stations or lasers - will behave collectively, given their individual dynamics and coupling architecture. Researchers are only now beginning to unravel the structure and dynamics of complex networks. CR 1999, NEWSWEEK 1011, P6 *W SYST COORD COUN, 1996, DIST REP POW SYST OU ABBOTT LF, 1993, PHYS REV E, V48, P1483 ABELLO J, 1998, LNCS, V1461, P332 ACHACOSO TB, 1992, AYS NEUROANATOMY C E ADAMIC LA, 1999, LECT NOTES COMPUT SC, V1696, P443 AIELLO W, IN PRESS EXP MATH ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 2000, PHYS REV LETT, V85, P5234 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 ARBIB M, 1995, HDB BRAIN THEORY NEU BALL F, 1997, ANN APPL PROBAB, V7, P46 BANAVAR JR, 2000, PHYS REV LETT, V84, P4745 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 BARBOUR AD, 2000, CONDMAT0006001 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BERNARD HR, 1988, ETHNOLOGY, V27, P155 BHALLA US, 1999, SCIENCE, V283, P381 BOLLOBAS B, 1985, RANDOM GRAPHS BOOTS M, 1999, P ROY SOC LOND B BIO, V266, P1933 BORNHOLDT S, 2000, CONDMAT0008465 BRESSLOFF PC, 1999, PHYS REV E B, V60, P2160 BRODER A, 2000, COMPUT NETW, V33, P309 CALLAWAY DS, 2000, PHYS REV LETT, V85, P5468 CHERNIAK C, 1994, J NEUROSCI, V14, P2418 COHEN JE, 1990, COMMUNITY FOOD WEBS COHEN R, 2000, PHYS REV LETT, V85, P4626 COLLINS JJ, 1993, J NONLINEAR SCI, V3, P349 DAIDO H, 1988, PHYS REV LETT, V61, P231 DAVIS GF, 1996, CORP GOV, V4, P154 DOROGOVTSEV SN, 2000, PHYS REV E A, V62, P1842 ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 ERMENTROUT GB, 1984, SIAM J MATH ANAL, V15, P215 FABINY L, 1993, PHYS REV A, V47, P4287 FALOUTSOS M, 1999, COMP COMM R, V29, P251 GOLOMB D, 2000, NEURAL COMPUT, V12, P1095 HARTWELL LH, 1999, NATURE S, V402, PC47 HOPFIELD JJ, 1994, PHYS TODAY, V47, P40 JEONG H, 2000, NATURE, V407, P651 KAPIVSKY PL, 2000, PHYS REV LETT, V85, P4629 KAUFFMAN S, 1995, HOME UNIVERSE KAUFFMAN SA, 1969, J THEOR BIOL, V22, P437 KEELING MJ, 1999, P ROY SOC LOND B BIO, V266, P859 KEPHART JO, 1991, P 1991 IEEE COMP SOC, P343 KIRBY D, 1998, NY TIMES 0221 KLEINBERG JM, 2000, NATURE, V406, P845 KOGUT B, IN PRESS AM SOCIOL R KOHN KW, 1999, MOL BIOL CELL, V10, P2703 KOPELL N, 1986, COMMUN PUR APPL MATH, V39, P623 KOURTCHATOV SY, 1995, PHYS REV A, V52, P4089 KOZYREFF G, 2000, PHYS REV LETT, V85, P3809 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 LEVIN SA, 1997, SCIENCE, V275, P334 LI RD, 1992, PHYS REV A, V46, P4252 MAY RM, 1973, STABILITY COMPLEXITY MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MIROLLO RE, 1990, SIAM J APPL MATH, V50, P1645 MITCHISON G, 1991, P ROY SOC LOND B BIO, V245, P151 MOLLOY M, 1998, COMB PROBAB COMPUT, V7, P295 MOLLOY M, 1995, RANDOM STRUCT ALGOR, V6, P161 NEWMAN MEJ, 2000, CONDMAT0007235 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 2001, P NATL ACAD SCI USA, V98, P404 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANTALEONE J, 1998, PHYS REV D, V5800, P3002 PECORA LM, 1997, CHAOS, V7, P520 PEREZ CJ, 1996, INT J MOD PHYS B, V10, P1111 PESKIN CS, 1975, MATH ASPECTS HEART P, P268 REDNER S, 1998, EUR PHYS J B, V4, P131 SAKAGUCHI H, 1987, PROG THEOR PHYS, V77, P1005 SEGLEN PO, 1992, J AM SOC INFORM SCI, V43, P628 SIGVARDT KA, 1992, SEMIN NEUROSCI, V4, P37 SIMON HA, 1955, BIOMETRIKA, V42, P425 SPORNS O, 2000, CEREB CORTEX, V10, P127 STEIN DL, 1989, LECT SCI COMPLEXITY STEPHAN KE, 2000, PHILOS T ROY SOC B, V355, P111 STROGATZ SH, 1994, NONLINEAR DYNAMICS C STROGATZ SH, 2000, PHYSICA D, V143, P1 TURCOTTE DL, 1997, FRACTALS CHAOS GEOLO VANWIGGEREN GD, 1998, SCIENCE, V279, P1198 WAGNER A, 2000, SMALL WORLD LARGE ME WALLINGA J, 1999, TRENDS MICROBIOL, V7, P372 WALSH T, P 16 INT JOINT C ART, P1172 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 2000, SIMPLE MODEL FADS CA WATTS DJ, 1999, SMALL WORLDS WEISS CO, 1991, DYNAMICS LASERS WEST GB, 1999, SCIENCE, V284, P1677 WIESENFELD K, 1998, PHYS REV E A, V57, P1563 WILLIAMS RJ, 2000, NATURE, V404, P180 WILSON EO, 1998, CONSILIENCE, P85 WINFREE AT, 1980, GEOMETRY BIOL TIME WINFREE AT, 1967, J THEOR BIOL, V16, P15 WINFUL HG, 1988, APPL PHYS LETT, V53, P1894 TC 53 BP 268 EP 276 PG 9 JI Nature PY 2001 PD MAR 8 VL 410 IS 6825 GA 408HJ PI LONDON RP Strogatz SH Cornell Univ, Dept Theoret & Appl Mech, 212 Kimball Hall, Ithaca, NY 14853 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000167320500061 ER PT Journal AU Small, H TI Charting pathways through science: Exploring Garfield's vision of a unified index to science SO ASIST MONOGRAPH SERIES LA English DT Article NR 42 PU INFORMATION TODAY INC C1 Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Philadelphia, PA 19104 USA ID CO-CITATION; SCIENTIFIC DISCOVERY; LITERATURES; SPECIALTY; CLUSTERS AB Garfield's invention of the Science Citation Index (SCI) made possible for the first time the study of the global communication network of science, including the critical linkages between disciplines. Using the SCI, pathways can be formed that traverse many scientific fields. The relationship of paths to the discovery process is explored, and how pathways defined by citation links can be used as a tool for understanding the discovery process and perhaps even aid in making discoveries. CR BERNAL JD, 1965, SCI HIST BURCH H, 1999, COMPUTER, V32, P97 BUSH V, 1945, ATLANTIC MONTHLY, V176, P101 CALLON M, 1986, MAPPING DYNAMICS SCI, P103 CHAKRABARTI S, 1999, SCI AM, V280, P54 CHEN CM, 1999, INFORM PROCESS MANAG, V35, P401 CRANE D, 1972, INVISIBLE COLL DIFFU GARFIELD E, 1965, AM DOC, V14, P289 GARFIELD E, 1997, CELL DEATH DIFFER, V4, P352 GARFIELD E, 1981, CURRENT CONTENT 1019, P42 GARFIELD E, 1966, KARGER GAZETTE 0305, V13, P2 GARFIELD E, 1965, NBS, V269, P189 GARFIELD E, 1959, P INT C SCI INF WASH, V1, P461 GARFIELD E, 1955, SCIENCE, V122, P108 GARFIELD E, 1964, USE CITATION DATA WR HEILBRON JL, 1969, HIST STUD PHYS BIOL, V1, P211 HOLTON G, 1996, AM SCI, V84, P364 JAMMER M, 1966, CONCEPTUAL DEV QUANT KOESTLER A, 1964, ACT CREATION MCCAIN KW, 1995, J AM SOC INFORM SCI, V46, P306 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEURATH O, 1938, FDN UNITY SCI INT EN, V1, P1 PORTER AL, 1985, SCIENTOMETRICS, V8, P161 ROY N, 1995, CELL, V80, P167 SEDGEWICK R, 1983, ALGORITHMS SMALL H, 1989, J AM SOC INFORM SCI, V40, P152 SMALL H, 1986, J AM SOC INFORM SCI, V37, P97 SMALL H, 1973, J AM SOC INFORM SCI, V24, P265 SMALL H, 1999, LIBR TRENDS, V48, P72 SMALL H, 1974, SCI STUD, V4, P17 SMALL H, 1998, SCIENTOMETRICS, V43, P143 SMALL H, 1993, SCIENTOMETRICS, V26, P5 SMALL H, 1971, THESIS U WISCONSIN M SMALL HG, 1977, SOC STUD SCI, V7, P139 STENT GS, 1972, SCI AM, V227, P84 SWANSON DR, 1990, INFORM PROCESS MANAG, V26, P9 SWANSON DR, 1987, J AM SOC INFORM SCI, V38, P228 SWANSON DR, 1993, LIBR TRENDS, V41, P606 THAGARD P, 1992, CONCEPTUAL REVOLUTIO WHITE HD, 1996, LIBR TRENDS, V45, P239 WILSON EO, 1998, CONSILLIENCE UNITY K WOUTERS P, 1999, THESIS U AMSTERDAM A TC 0 BP 449 EP 473 PG 25 JI ASIST Monogr. Ser. PY 2000 GA 395LD PI MEDFORD RP Small H Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA J9 ASIST MONOGR SER PA 143 OLD MARLTON PIKE, MEDFORD, NJ 08055-8750 USA UT ISI:000166581100025 ER PT Journal AU Newman, MEJ TI The structure of scientific collaboration networks SO PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA LA English DT Article NR 30 SN 0027-8424 PU NATL ACAD SCIENCES C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA ID WORLD AB The structure of scientific collaboration networks is investigated. Two scientists are considered connected if they have authored a paper together and explicit networks of such connections are constructed by using data drawn from a number of databases, including MEDLINE (biomedical research), the Los Alamos e-Print Archive (physics), and NCSTRL (computer science). I show that these collaboration networks form "small worlds," in which randomly chosen pairs of scientists are typically separated by only a short path of intermediate acquaintances. I further give results for mean and distribution of numbers of collaborators of authors, demonstrate the presence of clustering in the networks, and highlight a number of apparent differences in the patterns of collaboration between the fields studied. CR ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 BERNARD HR, 1988, ETHNOLOGY, V2, P155 BOLLOBAS B, 1985, RANDOM GRAPHS BRODER A, 2000, COMPUT NETW, V33, P309 CRANE D, 1972, INVISIBLE COLLEGES DING Y, 1999, INT INF LIBR REV, V30, P367 EGGHE L, 1990, INTRO INFORMETRICS FARARO TJ, 1964, STUDY BIASED FRIENDS FOSTER CC, 1963, BEHAV SCI, V8, P56 GROSSMAN JW, 1995, C NUMERANTIUM, V108, P129 GUARE J, 1990, 6 DEGREES SEPARATION HOFFMAN P, 1998, MAN WHO LOVED ONLY N KRETSCHMER H, 1998, Z SOZIALPSYCHOL, V29, P307 LOTKA AJ, 1926, J WASHINGTON ACADEMY, V16, P317 MELIN G, 1996, SCIENTOMETRICS, V36, P363 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOODY J, 2000, 000749 SANT FE I NEWMAN MEJ, 2000, CONDMAT0007235 OCONNELL HB, 2000, PHYSICISTS THRIVING PERSSON O, 1995, SCIENTOMETRICS, V33, P351 PRICE DJD, 1965, SCIENCE, V149, P510 SCOTT J, 2000, SOCIAL NETWORK ANAL STAUFFER D, 1991, INTRO PERCOLATION TH VANRAAN AFJ, 1990, NATURE, V347, P626 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS WHITE H, 1970, SOC FORCES, V49, P259 TC 24 BP 404 EP 409 PG 6 JI Proc. Natl. Acad. Sci. U. S. A. PY 2001 PD JAN 16 VL 98 IS 2 GA 393TG PI WASHINGTON RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PROC NAT ACAD SCI USA PA 2101 CONSTITUTION AVE NW, WASHINGTON, DC 20418 USA UT ISI:000166485300010 ER PT Journal AU Albet, R Jeong, N Barabasi, AL TI Error and attack tolerance of complex networks (vol 406, pg 378, 2000) SO NATURE LA English DT Correction NR 25 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Univ Notre Dame, Dept Phys, 225 Nieuwland Sci Hall, Notre Dame, IN 46556 USA Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA ID SMALL-WORLD NETWORKS; INTERNET TOPOLOGY; WIDE-WEB; DYNAMICS AB Many complex systems display a surprising degree of tolerance against errors. For example, relatively simple organisms grow, persist and reproduce despite drastic pharmaceutical or environmental interventions, an error tolerance attributed to the robustness of the underlying metabolic network(1). Complex communication networks(2) display a surprising degree of robustness: although key components regularly malfunction, local failures rarely lead to the loss of the global information-carrying ability of the network. The stability of these and other complex systems is often attributed to the redundant wiring of the functional web defined by the systems' components. Here we demonstrate that error tolerance is not shared by all redundant systems: it is displayed only by a class of inhomogeneously wired networks, called scale-free networks, which include the World-Wide Web(3-5), the Internet(6), social networks(7) and cells(8). We find that such networks display an unexpected degree of robustness, the ability of their nodes to communicate being unaffected even by unrealistically high failure rates. However, error tolerance comes at a high price in that these networks are extremely vulnerable to attacks (that is, to the selection and removal of a few nodes that play a vital role in maintaining the network's connectivity). Such error tolerance and attack vulnerability are generic properties of communication networks. CR ADAMIC LA, 1999, LECT NOTES COMPUT SC, V1696, P443 ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 BANAVAR JR, 1999, NATURE, V399, P130 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BUDNE A, 1996, FRACTALS DISORDERED CLAFFY K, 1999, NATURE WEB MATERS ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 FALOUTSOS M, 1999, COMP COMM R, V29, P251 HARTWELL LH, 1999, NATURE, V402, P47 HUBERMAN BA, 1999, NATURE, V401, P131 JEONG H, IN PRESS NATURE KUMAR R, 2000, P 9 ACM S PRINC DAT, P1 LAWRENCE S, 1999, NATURE, V400, P107 MARITAN A, 1996, SCIENCE, V272, P984 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PAXSON V, 1997, IEEE ACM T NETWORK, V5, P601 REDNER S, 1998, EUR PHYS J B, V4, P131 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WILLIAMS RJ, 2000, NATURE, V404, P180 ZEGURA EW, 1997, IEEE ACM T NETWORK, V5, P770 TC 0 BP 542 EP + PG 6 JI Nature PY 2001 PD JAN 25 VL 409 IS 6819 GA 395FW PI LONDON RP Albet R Univ Notre Dame, Dept Phys, 225 Nieuwland Sci Hall, Notre Dame, IN 46556 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000166570500057 ER PT Journal AU Newman, MEJ TI Models of the small world SO JOURNAL OF STATISTICAL PHYSICS LA English DT Article NR 61 SN 0022-4715 PU KLUWER ACADEMIC/PLENUM PUBL C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA DE small world; networks; disordered systems; graph theory; social networks ID RANDOM NETWORKS; INTERNET AB It is believed that almost any pair of people in the world can be connected to one another by a short chain of intermediate acquaintances, of typical length about six. This phenomenon, colloquially referred to as the "six degrees of separation," has been the subject of considerable recent interest within the physics community. This paper provides a short review of the topic. CR ADAMIC LA, 2000, SCIENCE, V287, PA2115 ALBERT R, 2000, CONDMAT0005085 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 ANDERSON RM, 1995, J MATH BIOL, V33, P661 BAK P, 1993, PHYS REV LETT, V71, P4083 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 2000, SCIENCE, V287, PA2115 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 1999, CONDMAT9903323 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BRODER A, 2000, P 9 INT WORLD WID WE DAS R, 1994, PARALLEL PROBLEM SOL DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, 2000, CONDMAT0004434 DOROGOVTSEV SN, 2000, EUROPHYS LETT, V50, P1 ERDOS P, 1959, PUBL MATH-DEBRECEN, V6, P290 FALOUTSOS M, 1999, COMP COMM R, V29, P251 FISHER ME, 1982, PHYS REV B, V26, P2507 GLADWELL M, 1998, NEW YORKER, V74, P52 GUARE J, 1990, 6 DEGREES SEPARATION JESPERSEN IM, 2000, CONDMAT0004214 JESPERSEN S, 2000, CONDMAT0004392 KASTURIRANGAN R, 1999, 1663 MIT AI LAB KEELING MJ, 1999, P ROY SOC LOND B BIO, V266, P859 KIRBY D, 1998, NY TIMES 0221 KLECZKOWSKI A, 1999, PHYSICA A, V274, P355 KLEINBERG JM, 2000, NATURE, V406, P845 KOCKEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 KRAPIVSKY PL, 2000, CONDMAT0005139 KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 KULKARNI RV, 1999, CONDMAT9905066 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MATHIAS N, 2000, CONDMAT0002076 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MONTROLL EW, 1982, P NATL ACAD SCI USA, V79, P3380 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, MONTE CARLO METHODS NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, 2000, CONDMAT0004163 REDNER S, 1990, AM J PHYS, V58, P267 REDNER S, 1998, EUR PHYS J B, V4, P131 REMES T, 1997, NY TIMES 0817 SATTENSPIEL L, 1988, MATH BIOSCI, V90, P367 SCALA A, 2000, CONDMAT0004380 SORNETTE D, 1997, J PHYSIQUE, V17, P431 VALENTE T, 1995, NETWORK MODELS DIFFU WAGNER A, 2000, SMALL WORLD INSIDE L WALSH T, 1999, P 16 INT JOINT C ART WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 21 BP 819 EP 841 PG 23 JI J. Stat. Phys. PY 2000 PD NOV VL 101 IS 3-4 GA 387KR PI NEW YORK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 J STATIST PHYS PA 233 SPRING ST, NEW YORK, NY 10013 USA UT ISI:000166122200005 ER PT Journal AU Olivera, F TI Memory systems in organizations: An empirical investigation of mechanisms for knowledge collection, storage and access SO JOURNAL OF MANAGEMENT STUDIES LA English DT Article NR 56 SN 0022-2380 PU BLACKWELL PUBL LTD C1 Univ Western Ontario, Richard Ivey Sch Business, London, ON N6A 3K7, Canada Univ Western Ontario, Richard Ivey Sch Business, London, ON N6A 3K7, Canada ID WEAK TIES; INFORMATION; TECHNOLOGY; SEARCH; IMPACT; FIRM AB This research examines the concept of organizational memory in the context of multi-unit organizations. It addresses the question: how do organizations collect, store and provide access to their experiential knowledge? I develop a framework for organizational memory in geographically distributed settings based on the concept of organizational memory systems and empirically assess the usefulness of this framework in the context of a multinational, business consulting organization. Multiple memory systems were identified, including social networks, knowledge centers and various computer-based systems. I present and discuss findings with respect to the characteristics and perceived effectiveness of these memory systems. CR ACKERMAN MS, 1996, P ACM C COMP SUPP CO, P97 ALLEN TJ, 1977, MANAGING FLOW TECHNO ANAND V, 1998, ACAD MANAGE REV, V23, P796 ANDERSON JR, 1990, COGNITIVE PSYCHOL IT ARGOTE L, 1990, MANAGE SCI, V36, P140 ARGOTE L, 1999, ORG LEARNING CREATIN BLACKLER F, 1995, ORGAN STUD, V16, P1021 BURNSTEIN FV, 1998, P 31 ANN HAW INT C S CAMPBELLKELLY M, 1996, INFORM SYST RES, V7, P22 CARLEY K, 1992, ORGAN SCI, V3, P20 CARLSON PJ, 1998, MIS QUART, V22, P335 CASEY A, 1997, ADV STRATEG MANAGE, V14, P111 CICOUREL AV, 1990, INTELLECTUAL TEAMWOR, P221 CONSTANT D, 1996, ORGAN SCI, V7, P119 COOK SDN, 1993, J MANAGEMENT INQUIRY, V2, P373 CULNAN MJ, 1983, DECISION SCI, V14, P194 CYERT RM, 1963, BEHAV THEORY FIRM DUNCAN RB, 1979, RES ORGAN BEHAV, P75 FINHOLT TA, 1993, THESIS CARNEGIEMELLO GALBRAITH J, 1977, ORG DESIGN GOLDMANSEGALL R, 1998, P 31 ANN HAW INT C S GOODMAN PS, 1998, MIS QUART, V22, P417 GOODMAN PS, 1996, TRENDS ORG BEHAV, P81 GRANOVETTER M, 1982, SOCIAL STRUCTURE NET, P105 HANSEN MT, 1999, ADMIN SCI QUART, V44, P82 HANSEN MT, 1999, HARVARD BUSINESS MAR, P106 HARGADON A, 1997, ADMIN SCI QUART, V42, P716 HUBER GP, 1991, ORG SCI, V2, P88 KRACKHARDT D, 1992, NETWORKS ORG STRUCTU, P216 LARSON JR, 1993, BRIT J SOC PSYCHOL, V32, P5 LEVITT B, 1988, ANNU REV SOCIOL, V14, P319 MARCH JG, 1958, ORGANIZATIONS MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE K, 1998, ACAD MANAGEMENT EXEC, V12, P81 MOORMAN C, 1997, J MARKETING RES, V34, P91 MORELAND RL, 1999, SHARED COGNITION ORG, P3 NELSON RR, 1982, EVOLUTIONARY THEORY NONAKA I, 1994, ORGAN SCI, V5, P14 OLIVERA F, 1999, SHARED COGNITION ORG, P297 OREILLY CA, 1982, ACAD MANAGE J, V25, P756 ORLIKOWSKI W, 1992, INFORAMTION SOC, V9, P237 ORLIKOWSKI WJ, 1996, INFORM SYST RES, V7, P63 SACKMANN SA, 1992, ADMIN SCI QUART, V37, P140 SCHULZ M, 1998, 1998 ACAD MAN M SAN SIMON H, 1991, ORG SCI, V2, P125 SIMON HA, 1990, ANNU REV PSYCHOL, V41, P1 SPENDER JC, 1996, J ORGAN CHANGE MANAG, V9, P63 STEIN EW, 1995, INFORM SYST RES, V6, P85 STEVENSON WB, 1991, ACAD MANAGE J, V34, P918 STEWART TA, 1996, FORTUNE 0929 STEWART TA, 1997, INTELLECTUAL CAPITAL SZULANSKI G, 1996, STRATEGIC MANAGE J, V17, P27 WALSH JP, 1991, ACAD MANAGE REV, V16, P57 WEGNER DM, 1995, SOC COGNITION, V13, P319 YATES J, 1990, BUSINESS EC HIST, V19, P172 YATES J, 1989, CONTROL COMMUNICATIO TC 0 BP 811 EP 832 PG 22 JI J. Manage. Stud. PY 2000 PD SEP VL 37 IS 6 GA 386MQ PI OXFORD RP Olivera F Univ Western Ontario, Richard Ivey Sch Business, London, ON N6A 3K7, Canada J9 J MANAGE STUD-OXFORD PA 108 COWLEY RD, OXFORD OX4 1JF, OXON, ENGLAND UT ISI:000166066400003 ER PT Journal AU Moore, C Newman, MEJ TI Exact solution of site and bond percolation on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 18 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA Univ New Mexico, Dept Phys, Albuquerque, NM 87131 USA Santa Fe Inst, Santa Fe, NM 87501 USA AB We study percolation on small-world networks, which has been proposed as a simple model of the propagation of disease. The occupation probabilities of sites and bonds correspond to the susceptibility of individuals to the disease, and the transmissibility of the disease respectively. We give an exact solution of the model for both site and bond percolation, including the position of the percolation transition at which epidemic behavior sets in, the values of the critical exponents governing this transition, the mean and variance of the distribution of cluster sizes (disease outbreaks) below the transition, and the size of the giant component (epidemic) above the transition. CR ANDERSON RM, 1991, INFECT DIS HUMANS BALL F, 1997, ANN APPL PROBAB, V7, P46 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS HARDY GH, 1914, P LOND MATH SOC, V13, P174 KULKARNI RV, IN PRESS PHYS REV E MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOORE C, IN PRESS PHYS REV E MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, CONDMAT0001118 NEWMAN MEJ, IN PRESS PHYS REV LE NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 STAUFFER D, 1992, INTRO PERCOLATION TH WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS WILF HS, 1994, GENERATINGFUNCTIONOL TC 13 BP 7059 EP 7064 PG 6 JI Phys. Rev. E PY 2000 PD NOV VL 62 IS 5 PN B GA 374JK PI COLLEGE PK RP Moore C Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000165341900043 ER PT Journal AU Jespersen, S Sokolov, IM Blumen, A TI Relaxation properties of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 25 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Univ Freiburg, D-79104 Freiburg, Germany ID RANDOM-WALKS; DIFFUSION; FRACTALS; SPACE AB Recently, Watts and Strogatz introduced the so-called small- world networks in order to describe systems that combine simultaneously properties of regular and random lattices. In this work we study diffusion processes defined on such structures by considering explicitly the probability for a random walker to be present at the origin. The results are intermediate between the corresponding ones for fractals and Cayley trees. CR ALEXANDER S, 1982, J PHYS LETT-PARIS, V43, PL625 AMARAL LAN, CONDMAT0001458 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BLUMEN A, 1989, P ROY SOC LOND A MAT, V423, P189 BLUMEN A, 1984, PHYS REV LETT, V53, P1301 BOLLOBAS B, 1985, RANDOM GRAPHS BRAY AJ, 1988, PHYS REV B, V38, P11461 BUNDE A, 1996, COMPUTATIONAL PHYSIC CASSI D, 1989, EUROPHYS LETT, V9, P627 CASSI D, 1992, PHYS REV B, V45, P454 GOYET JF, 1996, PHYSICS FRACTAL STRU KOHLER GH, 1990, J PHYS A, V23, P5611 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 2000, EUR PHYS J B, V12, P555 MOORE C, CONDMAT0001393 MOUKARZEL CF, CONDMAT9905131 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 SOKOLOV IM, 1998, CZECH J PHYS, V48, P487 SOKOLOV IM, 1997, PHYS REV LETT, V79, P857 WATTS DJ, 1998, NATURE, V393, P440 TC 11 BP 4405 EP 4408 PG 4 JI Phys. Rev. E PY 2000 PD SEP VL 62 IS 3 PN B GA 356ML PI COLLEGE PK RP Jespersen S Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000089447000092 ER PT Journal AU Marchiori, M Latora, V TI Harmony in the small-world SO PHYSICA A LA English DT Article NR 22 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Univ Catania, Dipartmento Fis, Corso Italia 57, I-95129 Catania, Italy Univ Catania, Dipartmento Fis, I-95129 Catania, Italy Ist Nazl Fis Nucl Sezione, I-95129 Catania, Italy MIT, Comp Sci Lab, Cambridge, MA 02139 USA DE neural networks; social systems; small world AB The small-world phenomenon, popularly known as six degrees of separation, has been mathematically formalized by Watts and Strogatz in a study of the topological properties of a network. Small-world networks are defined in terms of two quantities: they have a high clustering coefficient C like regular lattices and a short characteristic path length L typical of random networks. Physical distances are of fundamental importance in applications to real cases; nevertheless, this basic ingredient is missing in the original formulation. Here, we introduce a new concept, the connectivity length D, that gives harmony to the whole theory. D can be evaluated on a global and on a local scale and plays in turn the role oft and I:C. Moreover, it can be computed for any metrical network and not only for the topological cases. D has a precise meaning in terms of information propagation and describes in a unified way, both the structural and the dynamical aspects of a network: small- worlds are defined by a small global and local D, i.e., by a high efficiency in propagating information both on a local and global scale. The neural system of the nematode C, elegans, the collaboration graph of film actors, and the oldest US subway system, can now be studied also as metrical networks and are shown to be small-worlds. (C) 2000 Elsevier Science B.V. All rights reserved. CR INTERNET MOVIE DATAB MASSACHUSETTS BAY TR *US EPA, 1990, 440485032 EPA *US NAT WEATH SERV, AUT SURF OBS SYST AS ACHACOSO TB, 1992, AYS NEUROANATOMY C E BOLLABAS B, 1985, RANDOM GRAPHS COLLINS JJ, 1998, NATURE, V393, P409 GALLO G, 1988, ANN OPER RES, V13, P3 GERLOUGH DL, 1975, TRAFFIC FLOW THEORY GUARE J, 1990, 6 DEGREES SEPARATION HWANG K, 1988, COMPUTER ARCHITECTUR JAIN R, 1991, ART COMPUTER SYSTEMS KOCHEN M, 1989, SMALL WORLD MARCHIORI M, UNPUB SMALL WORLD BE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PALLADIO A, 1530, 4 BOOKS ARCHITECTURE SIVAN E, 1999, BIOL CYBERN, V81, P11 SMITH JE, 1988, COMMUN ACM, V31, P1202 VANNAME ML, 1996, PC MAG, V1421, P13 VANRIJSBERGEN CJ, 1979, INFORMATION RETRIEVA WATTS DJ, 1998, NATURE, V393, P440 WITTKOWER R, 1949, ARCHITECTURAL PRINCI TC 3 BP 539 EP 546 PG 8 JI Physica A PY 2000 PD OCT 1 VL 285 IS 3-4 GA 353NY PI AMSTERDAM RP Latora V Univ Catania, Dipartmento Fis, Corso Italia 57, I-95129 Catania, Italy J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000089283400025 ER PT Journal AU Goldstein, JR Warren, JR TI Socioeconomic reach and heterogeneity in the extended family: Contours and consequences SO SOCIAL SCIENCE RESEARCH LA English DT Article NR 23 SN 0049-089X PU ACADEMIC PRESS INC C1 Princeton Univ, Off Populat Res, 21 Prospect Ave,Room 205, Princeton, NJ 08544 USA Princeton Univ, Off Populat Res, Princeton, NJ 08544 USA Univ Washington, Ctr Studies Demog & Ecol, Ctr Stat & Social Sci, Dept Sociol, Seattle, WA 98195 USA ID ATTAINMENT AB The extended family is a potential source of contacts and resources with implications for inequality and the formation of status groups. In this paper, we analyze the social and economic characteristics of extended families in the General Social Survey and the newly available Study of American Families, focusing on the diversity and reach of the kin network. We find that there is a strong status gradient: those with the highest education and occupational earnings tend to have the most diverse and far-reaching family networks. Network diversity and reach are found to improve financial security, even after controlling for individual characteristics. Our findings have implications for the capacity of the extended family to compensate for cutbacks in public transfer programs like social security and welfare. Those who are most vulnerable in terms of their individual characteristics tend to have families that are in a relatively poor position to provide support. (C) 2000 Academic Press. CR *STUD AM FAM, 1997, 1994 STUD AM FAM COD BONVALET C, 1993, POPULATION, V48, P83 DAVIS JA, 1992, NORC GEN SOCIAL SURV ECKLAND BK, 1968, EUGENICS Q, V15, P71 FISCHER CS, 1982, DWELL FRIENDS PERSON GOLDSTEIN J, 1996, THESIS U CALIFORNIA GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HAUSER RM, 1997, SOCIOL METHODOL, P177 JASSO G, 1990, SOCIOL METHODOL, P369 KALMIJN M, 1993, SOC FORCES, V72, P119 LIN N, 1981, AM SOCIOL REV, V46, P393 LONG JS, 1997, ADV QUANTITATIVE TEC, V7 MARSDEN PV, 1987, AM SOCIOL REV, V52, P122 MASSEY DS, 1993, AM APARTHEID SEGREGA MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NAKAO K, 1994, SOCIOL METHODOL, P1 SCHNEIDER D, 1975, AM KIN UNIVERSE GENE SIMMEL G, 1955, WEB GROUP AFFILIATIO STACK C, 1974, ALL OUR KIN STRATEGI STOUFFER S, 1949, AM SOLDIER TRAVERS J, 1969, SOCIOMETRY, V32, P425 WARREN JR, 1998, SOCIOL METHOD RES, V27, P3 WEBER M, 1968, EC SOC TC 0 BP 382 EP 404 PG 23 JI Soc. Sci. Res. PY 2000 PD SEP VL 29 IS 3 GA 344RE PI SAN DIEGO RP Goldstein JR Princeton Univ, Off Populat Res, 21 Prospect Ave,Room 205, Princeton, NJ 08544 USA J9 SOC SCI RES PA 525 B ST, STE 1900, SAN DIEGO, CA 92101-4495 USA UT ISI:000088772000004 ER PT Journal AU Kleinberg, JM TI Navigation in a small world - It is easier to find short chains between points in some networks than others. SO NATURE LA English DT Article NR 10 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA CR ADAMIC L, 1999, SPRINGER LECT NOTES, V1696, P443 ALBERT R, 1999, NATURE, V401, P130 BRAITENBERG V, 1991, ANATOMY CORTEX CORMEN T, 1990, INTRO ALGORITHMS KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KOCHEN M, 1989, SMALL WORLD MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PELEG D, 1989, J ASSOC COMPUT MACH, V36, P510 PIROLLI P, 1999, PSYCHOL REV, V106, P643 WATTS DJ, 1998, NATURE, V393, P440 TC 15 BP 845 EP 845 PG 1 JI Nature PY 2000 PD AUG 24 VL 406 IS 6798 GA 347AG PI LONDON RP Kleinberg JM Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000088903600028 ER PT Journal AU Albert, R Jeong, H Barabasi, AL TI Error and attack tolerance of complex networks SO NATURE LA English DT Article NR 24 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Univ Notre Dame, Dept Phys, 225 Nieuwland Sci Hall, Notre Dame, IN 46556 USA Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA ID SMALL-WORLD NETWORKS; WIDE-WEB; INTERNET; DYNAMICS AB Many complex systems display a surprising degree of tolerance against errors. For example, relatively simple organisms grow, persist and reproduce despite drastic pharmaceutical or environmental interventions, an error tolerance attributed to the robustness of the underlying metabolic network(1). Complex communication networks(2) display a surprising degree of robustness: although key components regularly malfunction, local failures rarely lead to the loss of the global information-carrying ability of the network. The stability of these and other complex systems is often attributed to the redundant wiring of the functional web defined by the systems' components. Here we demonstrate that error tolerance is not shared by all redundant systems: it is displayed only by a class of inhomogeneously wired networks, called scale-free networks, which include the World-Wide Web(3-5), the Internet(6), social networks(7) and cells(8). We find that such networks display an unexpected degree of robustness, the ability of their nodes to communicate being unaffected even by unrealistically high failure rates. However, error tolerance comes at a high price in that these networks are extremely vulnerable to attacks (that is, to the selection and removal of a few nodes that play a vital role in maintaining the network's connectivity). Such error tolerance and attack vulnerability are generic properties of communication networks. CR ADAMIC LA, 1999, LECT NOTES COMPUT SC, V1696, P443 ALBERT R, 1999, NATURE, V401, P130 BANAVAR JR, 1999, NATURE, V399, P130 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BUNDE A, 1996, FRACTALS DISORDERED CLAFFY K, 1999, NATURE WEB MATTERS ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 FALOUTSOS M, 1999, ACM SIGCOMM 99 COMP, V29, P251 HARTWELL LH, 1999, NATURE, V402, P47 HUBERMAN BA, 1999, NATURE, V401, P131 JEONG H, IN PRESS NATURE KUMAR R, 2000, P 9 ACM S PRINC DAT, P1 LAWRENCE S, 1999, NATURE, V400, P107 MARITAN A, 1996, SCIENCE, V272, P984 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PAXSON V, 1997, IEEE ACM T NETWORK, V5, P601 REDNER S, 1998, EUR PHYS J B, V4, P131 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WILLIAMS RJ, 2000, NATURE, V404, P180 ZEGURA EW, 1997, IEEE ACM T NETWORK, V5, P770 TC 97 BP 378 EP 382 PG 6 JI Nature PY 2000 PD JUL 27 VL 406 IS 6794 GA 337WC PI LONDON RP Barabasi AL Univ Notre Dame, Dept Phys, 225 Nieuwland Sci Hall, Notre Dame, IN 46556 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000088383800038 ER PT Journal AU Barabasi, AL Albert, R Jeong, H TI Scale-free characteristics of random networks: the topology of the World-Wide Web SO PHYSICA A LA English DT Article NR 24 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Univ Notre Dame, Coll Sci, Dept Phys, 225 Nieuwland Sci Hall, Notre Dame, IN 46556 USA Univ Notre Dame, Coll Sci, Dept Phys, Notre Dame, IN 46556 USA DE disordered systems; networks; random networks; critical phenomena; scaling; world-wide web ID COMPLEXITY; SYSTEMS AB The world-wide web forms a large directed graph, whose vertices are documents and edges are links pointing from one document to another. Here we demonstrate that despite its apparent random character, the topology of this graph has a number of universal scale-free characteristics. We introduce a model that leads to a scale-free network, capturing in a minimal fashion the self- organization processes governing the world-wide web. (C) 2000 Elsevier Science B.V. All rights reserved. CR 1999, SCI AM, V280, P54 ALBERT R, CONDMAT9907038 ALBERT R, UNPUB ARTHUR WB, 1999, SCIENCE, V284, P107 BANAVAR JR, 1999, NATURE, V399, P130 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABISI AL, PREPRINT BARTHELEMY LAN, 1999, AMARAL PHYS REV LETT, V82, P15 BOLLOBIAS B, 1985, RANDOM GRAPHS BUNDE A, 1994, FRACTALS SCI ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 FALOUTSOS M, 1999, SIGCOMM99 GALLAGHER R, 1999, SCIENCE, V284, P79 HUBERMAN BA, CONDMAT9901071 KOCH C, 1999, SCIENCE, V284, P96 KOCHEN M, 1989, SMALL WORLD KUMAR R, 1999, P 25 VLDB C ED SCOTL LAWRENCE S, 1999, NATURE, V400, P107 LAWRENCE S, 1998, SCIENCE, V280, P98 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 SERVICE RF, 1999, SCIENCE, V284, P80 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WENG GZ, 1999, SCIENCE, V284, P92 TC 11 BP 69 EP 77 PG 9 JI Physica A PY 2000 PD JUN 15 VL 281 IS 1-4 GA 326NM PI AMSTERDAM RP Barabasi AL Univ Notre Dame, Coll Sci, Dept Phys, 225 Nieuwland Sci Hall, Notre Dame, IN 46556 USA J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000087741700008 ER PT Journal AU Louch, H TI Personal network integration: transitivity and homophily in strong-tie relations SO SOCIAL NETWORKS LA English DT Article NR 38 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 Princeton Univ, Princeton, NJ 08544 USA Princeton Univ, Princeton, NJ 08544 USA ID INTERPERSONAL-RELATIONS; DYNAMICS; MODELS; SEX AB This article combines studies of transitivity and homophily in an empirical analysis of personal network integration. Using a national sample of individual's personal networks, the paper reveals that transitivity explains a majority of cases of network integration with two important caveats: (1) recent work on networks and social structure points to important structural constraints on personal networks that shape their formation, and (2) homophily (e.g, sex or race) and choice homophily (e.g. religion) improve the likelihood of integration in personal networks. The results indicate that the second finding interacts with relationship length and the availability of focal points to organize individual contact. (C) 2000 Elsevier Science B.V. All rights reserved. CR BERNARD HR, 1979, SOCIOLOGICAL S, V28, P87 BISHOP JM, 1979, PACIFIC SOCIOLOGICAL, V22, P185 BLAU P, 1977, HETEROGENEITY INEQUA BLAU PM, 1982, AM SOCIOL REV, V47, P45 BLUM TC, 1985, AM J SOCIOL, V91, P511 BRYK AS, 1994, HIERARCHICAL LINEAR BURT RS, 1984, SOC NETWORKS, V6, P293 CARTWRIGHT D, 1956, PSYCHOL REV, V63, P277 CRANO WD, 1973, J PERS SOC PSYCHOL, V27, P344 DAVIS JA, 1970, AM SOCIOL REV, V35, P843 DAVIS JA, 1979, PERSPECTIVES SOCIAL, P51 EMIRBAYER M, 1994, AM J SOCIOL, V99, P1411 FELD S, 1982, AM SOCIOL REV, V47, P797 FELD SL, 1981, AM J SOCIOL, V86, P1015 FISCHER CS, 1982, DWELL FRIENDS PERSON GRANOVETTER M, 1994, JOB STUDY CONTRACTS GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HALLINAN MT, 1980, SOC FORCES, V59, P225 HEIDER F, 1946, J PSYCHOL, V21, P107 HOLLAND PW, 1970, AM J SOCIOL, V76, P492 HOLLAND PW, 1971, COMP GROUP STUDIES, V2, P107 HUNTER A, 1980, SYMBOLIC COMMUNITIES IBARRA H, 1992, ADMIN SCI QUART, V37, P422 JACOBSON D, 1985, SOC NETWORKS, V7, P341 LEINHARDT S, 1972, AM SOCIOL REV, V37, P202 MARSDEN P, 1988, SOC NETWORKS, V9, P100 MARSDEN PV, 1987, AM SOCIOL REV, V52, P122 MCPHERSON JM, 1992, AM SOCIOL REV, V57, P153 MCPHERSON JM, 1987, AM SOCIOL REV, V52, P370 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEWCOMB TM, 1968, THEORIES COGNITIVE C PARKS MR, 1983, SOC PSYCHOL QUART, V46, P116 PRICE KO, 1966, J PERS SOC PSYCHOL, V3, P265 ROBINSON DT, 1995, SOC PSYCHOL QUART, V58, P241 SEGAL MW, 1979, SOCIAL PSYCHOL Q, V42, P253 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TUMA NB, 1979, SOC FORCES, V57, P1265 ZEGGELINK E, 1994, SOC NETWORKS, V16, P295 TC 1 BP 45 EP 64 PG 20 JI Soc. Networks PY 2000 PD JAN VL 22 IS 1 GA 316AE PI AMSTERDAM RP Louch H Princeton Univ, Princeton, NJ 08544 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000087144500003 ER PT Journal AU Moore, C Newman, MEJ TI Epidemics and percolation in small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 10 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA Univ New Mexico, Dept Phys, Albuquerque, NM 87131 USA AB We study some simple models of disease transmission on small- world networks, in which either the probability of infection by a disease or the probability of its transmission is varied, or both. The resulting models display epidemic behavior when the infection or transmission probability rises above the threshold for site or bond percolation on the network, and we give exact solutions for the position of this threshold in a variety of cases. We confirm our analytic results by numerical simulation. CR BARKEMA GT, 1999, MONTE CARLO METHODS KOCKEN M, 1989, SMALL WORLD KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOUKARZEL C, IN PRESS PHYS REV E NEWMAN MEJ, CONDMAT9909165 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SATTENSPIEL L, 1988, MATH BIOSCI, V90, P367 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 30 BP 5678 EP 5682 PG 5 JI Phys. Rev. E PY 2000 PD MAY VL 61 IS 5 PN B GA 314RK PI COLLEGE PK RP Moore C Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000087071200034 ER PT Journal AU Kulkarni, RV Almaas, E Stroud, D TI Exact results and scaling properties of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 21 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Ohio State Univ, Dept Phys, Columbus, OH 43210 USA Ohio State Univ, Dept Phys, Columbus, OH 43210 USA AB We study the distribution function for minimal paths in small- world networks. We derive its general form, which we verify numerically, and also discuss its scaling properties. Using the general form of this distribution function, we derive exact expressions for the average minimal distance (-)l and its variance sigma(2). Finally, we study the Limit of large system sizes and obtain some approximate results. CR ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, 1999, PHYSICA A, V272, P173 BARRAT A, IN PRESS EUR PHYS B BARRAT A, 1998, PHYS REV E B, V57, P3629 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BOLLOBAS B, 1985, RANDOM GRAPHS DEMENEZES MA, CONDMAT9903426 DOROGOVTSEV SN, CONDMAT9907445 KASTURIRANGAN R, CONDMAT9904055 KULKARNI RV, CONDMAT9905066 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, CONDMAT9903347 MOUKARZEL CF, CONDMAT9005131 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, IN PRESS PHYS LETT A NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 STRANG G, 1999, UNPUB PHYS REV E, V60, P7332 WATTS DJ, 1998, NATURE, V393, P440 TC 12 BP 4268 EP 4271 PG 4 JI Phys. Rev. E PY 2000 PD APR VL 61 IS 4 PN B GA 306LC PI COLLEGE PK RP Kulkarni RV Ohio State Univ, Dept Phys, Columbus, OH 43210 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000086597300034 ER PT Journal AU Newman, MEJ Moore, C Watts, DJ TI Mean-field solution of the small-world network model SO PHYSICAL REVIEW LETTERS LA English DT Article NR 12 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA AB The small-world network model is a simple model of the structure of social networks, which possesses characteristics of both regular lattices and random graphs. The model consists of a one-dimensional lattice with a low density of shortcuts added between randomly selected pairs of points. These shortcuts greatly reduce the typical path length between any two points on the lattice. We present a mean-field solution for the average path length and for the distribution of path lengths in the model. This solution is exact in the limit of large system size and either a large or small number of shortcuts. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 DEMENEZES MA, CONDMAT9903426 DOROGOVTSEV SN, CONDMAT9907445 KULKARNI RV, IN PRESS PHYS REV E MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, CONDMAT9909165 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 STROGATZ SH, 1994, NONLINEAR DYNAMICS C WATTS DJ, 1998, NATURE, V393, P440 TC 26 BP 3201 EP 3204 PG 4 JI Phys. Rev. Lett. PY 2000 PD APR 3 VL 84 IS 14 GA 300GD PI COLLEGE PK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000086243800045 ER PT Journal AU Morris, S TI Contagion SO REVIEW OF ECONOMIC STUDIES LA English DT Article NR 32 SN 0034-6527 PU REVIEW OF ECONOMIC STUDIES LTD C1 Yale Univ, New Haven, CT 06520 USA Yale Univ, New Haven, CT 06520 USA ID INCOMPLETE INFORMATION; LOCAL INTERACTION; EQUILIBRIA; CONVENTIONS; BELIEF; GAMES AB Each player in an infinite population interacts strategically with a finite subset of that population. Suppose each player's binary choice in each period is a best response to the population choices of the previous period. When can behaviour that is initially played by only a finite set of players spread to the whole population? This paper characterizes when such contagion is possible for arbitrary local interaction systems. Maximal contagion occurs when local interaction is sufficiently uniform and there is low neighbour growth, i.e. the number of players who can be reached in k steps does not grow exponentially in k. CR ANDERLINI L, 1996, GAME ECON BEHAV, V13, P141 BERNINGHAUS SK, 1996, J ECON BEHAV ORGAN, V29, P57 BERNINGHAUS SK, 1996, J EVOL ECON, V6, P297 BLUME L, 1993, GAMES EC BEHAV, V4, P387 BLUME LE, 1995, GAME ECON BEHAV, V11, P111 CHWE MSY, 2000, REV ECON STUD, V67, P1 DURLAUF S, 1997, EC EVOLVING COMPLEX, V2 ELLISON G, 1993, ECONOMETRICA, V61, P1047 ELLISON G, 2000, REV ECON STUD, V67, P17 ELY J, 1997, LOCAL CONVENTIONS GALESLOOT BM, 1997, J MATH ECON, V28, P249 GOYAL S, 1996, J INST THEOR ECON, V152, P472 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HARSANYI J, 1988, GEN THEORY EQUILIBRI IANNI A, 1997, 9713 U SOUTH KAJII A, 1997, ECONOMETRICA, V65, P1283 KANDORI M, 1993, ECONOMETRICA, V61, P29 LEE IH, 2000, REV ECON STUD, V67, P47 MAILATH G, 1997, EVOLUTION EC DIVERSI MAILATH GJ, 1997, ECON THEORY, V9, P551 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONDERER D, 1989, GAMES EC BEHAVIOR, V1, P170 MONDERER D, 1996, MATH OPER RES, V21, P707 MORRIS S, 1997, 9701 CARESS U PENNS MORRIS S, 1997, 9708072E SANT FE I MORRIS S, 1995, ECONOMETRICA, V63, P145 RAPOPORT A, 1961, BEHAV SCI, V6, P279 SHIN HS, 1996, GAME ECON BEHAV, V13, P252 SUGDEN R, 1995, J ECON BEHAV ORGAN, V28, P241 WASSERMAN S, 1994, SOCIAL NETWORK ANAL YOUNG HP, 1996, J ECON PERSPECT, V10, P105 YOUNG P, 1998, IN PRESS INDIVIDUAL TC 5 BP 57 EP 78 PG 22 JI Rev. Econ. Stud. PY 2000 PD JAN VL 67 IS 1 GA 289UL PI OXFORD RP Morris S Yale Univ, New Haven, CT 06520 USA J9 REV ECON STUD PA C/O BASIL BLACKWELL LTD, 108 COWLEY RD, PO BOX 805, OXFORD, OXON, ENGLAND OX4 1JF UT ISI:000085640300004 ER PT Journal AU Barrat, A Weigt, M TI On the properties of small-world network models SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 17 SN 1434-6028 PU SPRINGER VERLAG C1 Univ Paris Sud, Phys Theor Lab, Batiment 210, F-91405 Orsay, France Univ Paris Sud, Phys Theor Lab, F-91405 Orsay, France ENS, CNRS, Phys Theor Lab, F-75231 Paris 05, France ID SPIN-GLASSES; FINITE AB We study the small-world networks recently introduced by Watts and Strogatz [Nature 393, 440 (1998)], using analytical as well as numerical tools. We characterize the geometrical properties resulting from the coexistence of a local structure and random long-range connections, and we examine their evolution with size and disorder strength. We show that any finite value of the disorder is able to trigger a "small-world" behaviour as soon as the initial lattice is big enough, and study the crossover between a regular lattice and a "small-world" one. These results are corroborated by the investigation of an Ising model defined on the network, showing for every finite disorder fraction a crossover from a high-temperature region dominated by the underlying one-dimensional structure to a mean-field like low-temperature region. In particular there exists a finite-temperature ferromagnetic phase transition as soon as the disorder strength is finite. CR BARRAT A, CONDMAT9903323 BARRAT A, 1999, PHYS REV E A, V59, PR1299 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BINDER K, 1992, MONTE CARLO SIMULATI BOLLOBAS B, 1985, RANDOM GRAPHS CHAKRABARTI BK, 1985, J PHYS A, V18, PL373 DEGENNES PG, 1979, SCALING CONCEPTS POL DEMENEZES MA, UNPUB PHYS REV LETT KANTER I, 1987, PHYS REV LETT, V58, P164 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MONASSON R, 1998, J PHYS A-MATH GEN, V31, P513 NEWMAN MEJ, IN PRESS PHYS LETT A NEWMANN MEJ, 1999, PHYS REV E DEC SWENDSEN RH, 1987, PHYS REV LETT, V63, P86 WATTS DJ, 1998, NATURE, V393, P440 TC 44 BP 547 EP 560 PG 14 JI Eur. Phys. J. B PY 2000 PD FEB VL 13 IS 3 GA 285UZ PI NEW YORK RP Barrat A Univ Paris Sud, Phys Theor Lab, Batiment 210, F-91405 Orsay, France J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000085407700019 ER PT Journal AU Newman, MEJ Watts, DJ TI Scaling and percolation in the small-world network model SO PHYSICAL REVIEW E LA English DT Article NR 29 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA ID DIFFUSION AB In this paper we study the small-world network model of Watts and Strogatz, which mimics some aspects of the structure of networks of social interactions. We argue that there is one nontrivial length-scale in the model, analogous to the correlation length in other systems, which is well-defined in the limit of infinite system size and which diverges continuously as the randomness in the network tends to zero, giving a normal critical point in this limit. This length-scale governs the crossover from large- to small-world behavior in the model, as well as the number of vertices in a neighborhood of given radius on the network. We derive the value of the single critical exponent controlling behavior in the critical region and the finite size scaling form for the average vertex- vertex distance on the network, and, using series expansion and Pade approximants, find an approximate analytic form for the scaling function. We calculate the effective dimension of small-world graphs and show that this dimension varies as a function of the length-scale on which it is measured, in a manner reminiscent of multifractals. We also study the problem of site percolation on small-world networks as a simple model of disease propagation, and derive an approximate expression for the percolation probability at which a giant component of connected vertices first forms (in epidemiological terms, the point at which an epidemic occurs). The typical cluster radius satisfies the expected finite size scaling form with a cluster size exponent close to that for a random graph. All our analytic results are confirmed by extensive numerical simulations of the model. [S1063-651X(99)12412-7]. CR ALON N, 1992, PROBABILISTIC METHOD BARKEMA GT, 1999, MONTE CARLO METHODS BARRAT A, IN PRESS EUR PHYS B BARRAT A, UNPUB CONDMAT9903323 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS COLEMAN JS, 1966, MED INNOVATION DIFFU DEMENEZES MA, UNPUB CONDMAT9903426 GAUNT DS, 1974, PHASE TRANSITIONS CR, V3 HALSEY TC, 1986, PHYS REV A, V33, P1141 HANSON JE, 1999, P NAT C ART INT CAMB KEPHART JO, 1991, P 1991 IEEE COMP SCI KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 LOGINI IM, 1988, MATH BIOSCI, V90, P341 MACHTA J, 1995, PHYS REV LETT, V75, P2792 MANDELBROT BB, 1974, J FLUID MECH, V62, P331 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, IN PRESS EUR PHYS B NEWMAN MEJ, IN PRESS PHYS LETT A NEWMAN MEJ, 1999, MONTE CARLO METHODS ROGERS EM, 1962, DIFFUSION INNOVATION SATTENSPIEL L, 1988, MATH BIOSCI, V90, P367 STAUFFER D, 1992, INTRO PERCOLATION TH STRANG D, 1991, SOCIOL METHOD RES, V19, P324 STRANG G, UNPUB VALENTE TW, 1996, SOC NETWORKS, V18, P69 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC WATTS DJ, 1997, THESIS CORNELL U TC 55 BP 7332 EP 7342 PG 11 JI Phys. Rev. E PY 1999 PD DEC VL 60 IS 6 PN B GA 271NQ PI COLLEGE PK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000084600700053 ER PT Journal AU Newman, MEJ Watts, DJ TI Renormalization group analysis of the small-world network model SO PHYSICS LETTERS A LA English DT Article NR 12 SN 0375-9601 PU ELSEVIER SCIENCE BV C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA DE small-world model; renormalization group; scaling; phase transition AB We study the small-world network model, which mimics the transition between regular-lattice and random-lattice behavior in social networks of increasing size. We contend that the model displays a critical point with a divergent characteristic length as the degree of randomness tends to zero. We propose a real-space renormalization group transformation for the model and demonstrate that the transformation is exact in the limit of large system size. We use this result to calculate the exact value of the single critical exponent for the system, and to derive the scaling form for the average number of 'degrees of separation' between two nodes on the network as a function of the three independent variables. We confirm our results by extensive numerical simulation. (C) 1999 Published by Elsevier Science B.V. All rights reserved. CR ADAMIC L, 1999, XEROX PARC WORKING P BARRAT A, UNPUB PHYS REV LETT BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BOLLOBAS B, 1985, RANDOM GRAPHS DEMENEZES MA, UNPUB PHYS REV LETT KULKARNI E, CONDMAT9905066 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, UNPUB EUR PHYS J B WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 32 BP 341 EP 346 PG 6 JI Phys. Lett. A PY 1999 PD DEC 6 VL 263 IS 4-6 GA 266XH PI AMSTERDAM RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS LETT A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000084325200019 ER PT Journal AU Kluver, J Schmidt, J TI Social differentiation as the unfolding of dimensions of social systems SO JOURNAL OF MATHEMATICAL SOCIOLOGY LA English DT Article NR 33 SN 0022-250X PU GORDON BREACH SCI PUBL LTD C1 Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany DE social evolution; social differentiation; geometry of social spaces; cellular automata; genetic algorithm; social theory AB We argue that by the use of geometrical concepts it is possible to construct a mathematical model of social evolution, that is a model of the theory of social differentiation developed particularly by Habermas and Luhmann. To capture this theory it is necessary to define the concept of dimensions of social spaces. The model is implemented into a hybrid computer program which consists of a stochastic cellular automaton (CA) and a genetic algorithm (GA); the latter changes the rules of the CA. The most important results show that the model behaves in ways very similar to the social systems known from human history. So there may be mathematical reasons for the course human history has taken. CR AXELROD R, 1987, GENETIC ALGORITHMS S, P32 CHOMSKY N, 1965, ASPECTS THEORY SYNTA DAWKINS R, 1976, SELFISH GENE EDER K, 1976, ENTSTEHUNG STAATLICH FARARO TJ, 1997, SOCIOL FORUM, V12, P73 FARMER DJ, 1990, EMERGENT COMPUTATI D, V42, P1 FREEMAN LC, 1993, J MATH SOCIOL, V17, P227 FREEMAN LC, 1989, RES METHODS SOCIAL N GIESEN B, 1980, MAKROSOZIOLOGIE HABERMAS J, 1981, THEORIE KOMMUNIKATIV, V2 HABERMAS J, 1981, THEORIE KOMMUNIKATIV, V1 HEGSELMANN R, 1996, MODELING SIMULATION HEGSELMANN R, 1996, PERSPECTIVES RESTRIC HOLLAND JH, 1986, INDUCTION HOMANS GC, 1951, HUMAN GROUP KLUVER J, 1997, ADV STAT SOFTWARE KLUVER J, 1999, IN PRESS DYNAMICS EV KLUVER J, 1995, SOZIOLOGIE COMPUTERE LEINFELLNER W, 1995, CULTURE VALUE LUHMANN N, 1984, SOZIALE SYSTEME MAYNTZ R, 1990, INFLUENCE NATURAL SC MICHALEWICZ Z, 1994, GENETIC ALGORITHMS P MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NOWAK A, 1996, MODELING SOCIAL CHAN PASSERINI E, 1997, CHAOS COMPLEXITY SOC PEAT D, 1988, SUPERSTRINGS SEARCH PINKER S, 1994, LANGUAGE INSTINCT SCHELLING TC, 1971, J MATH SOCIOL, V1, P143 SCHWARTZMAN H, 1978, TRANSFORMATIONS ANTH SKVORETZ J, 1995, CURR PERSPECT SOC TH, V15, P275 STOICA C, 1999, IN PRESS VERNETZUNG TARSKI A, 1956, LOGICS SEMANTICS MET TOFFOLI T, 1997, INTERJOURNAL TC 0 BP 309 EP 325 PG 17 JI J. Math. Sociol. PY 1999 VL 23 IS 4 GA 254AP PI READING RP Kluver J Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany J9 J MATH SOCIOL PA C/O STBS LTD, PO BOX 90, READING RG1 8JL, BERKS, ENGLAND UT ISI:000083589600004 ER PT Journal AU Roberts, RW Mason, JW Marler, PL TI A true specialist: Teaching sociology through a service- learning project involving the construction of a pit latrine SO TEACHING SOCIOLOGY LA English DT Article NR 20 SN 0092-055X PU AMER SOCIOLOGICAL ASSOC C1 Samford Univ, Dept Sociol, 800 Lakeshore Dr, Birmingham, AL 35229 USA Samford Univ, Dept Sociol, Birmingham, AL 35229 USA Univ Alabama, Birmingham, AL USA CR *ADPH, 1992, RUL STAT BOARD ENV H *US BUR CENS, 1995, STAT ABSTR US 1995 *US BUR CENS, 1996, STAT ABSTR US 1996 BADHAM A, 1993, THESIS U ALABAMA BIR BARLOW A, 1992, VANISHING AM OUTHOUS BENENSON AS, 1995, CONTROL COMMUNICABLE BRITTEN RH, 1942, AM J PUBLIC HEALTH, V32, P193 COCKERHAM WC, 1998, MED SOCIOLOGY DUTTON DB, 1986, APPL SOCIAL SCI CLIN, P31 FEINSTEIN JS, 1993, MILBANK Q, V71, P279 JOYCE B, 1986, MODELS TEACHING KORNBLUM W, 1998, SOCIAL PROBLEMS LANOIX JN, 1976, MANUEL TECHNICIEN SA MACIONIS JJ, 1997, SOCIOLOGY MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 SHERIF M, 1956, SCI AM, V195, P54 TIETZE PE, 1991, PRIMARY CARE, V18, P25 WEISS GL, 1997, SOCIOLOGY HLTH HEALI WEITZ R, 1996, SOCIOLOGY HLTH ILLNE WINBLAD U, 1997, 9112 WHOEOS SAN PROM TC 2 BP 407 EP 416 PG 10 JI Teach. Sociol. PY 1999 PD OCT VL 27 IS 4 GA 252HV PI WASHINGTON RP Roberts RW Samford Univ, Dept Sociol, 800 Lakeshore Dr, Birmingham, AL 35229 USA J9 TEACH SOCIOL PA 1307 NEW YORK AVE NW #700, WASHINGTON, DC 20005-4712 USA UT ISI:000083496800008 ER PT Journal AU Campbell, SK TI PT 2000: Nurturing the profession SO PHYSICAL THERAPY LA English DT Editorial Material NR 22 SN 0031-9023 PU AMER PHYSICAL THERAPY ASSOC C1 Univ Illinois, Dept Phys Therapy, Coll Hlth & Human Dev Sci, 1919 W Taylor St,M C 898, Chicago, IL 60612 USA Univ Illinois, Dept Phys Therapy, Coll Hlth & Human Dev Sci, Chicago, IL 60612 USA CR 1997, PHYS THER, V77, P1163 *AM PHYS THER ASS, 1998, ANN REP 1998 *AM PHYS THER ASS, 1999, APTA VIS STAT PHYS T *AM PHYS THER ASS, 1999, MEMB MENT MEMB DIR *AM PHYS THER ASS, 1997, NORM MOD PHYS THER P *TASK FORC MEMB DE, STRAT PLAN MEMB DEV *US BUR CENS, 1996, CURR POP REP P25, V1130 *US DEP HHS, 1993, NIH PUBL BOWEN WG, 1998, SHAPE RIVER BYL NN, 1997, PHYS THER, V77, P269 CAMPBELL SK, IN PRESS PHYSICAL TH CAMPBELL SK, 1995, PHYS THER, V75, P585 GANDY J, 1993, ORTHOPAEDIC PRACTICE, V5, P6 GLADWELL M, 1999, NEW YORKER 0111, P52 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HISLOP HJ, 1975, PHYS THER, V55, P1069 MCNEIL JM, 1993, CURRENT POPULATI P70, V33 ROTHSTEIN JM, 1986, PHYS THER, V66, P1388 RUSHDIE S, 1999, GROUND HER FEET, P43 SAHRMANN SA, 1998, PHYS THER, V78, P1208 THRELKELD AJ, 1999, PHYS THER, V79, P567 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TC 0 BP 1058 EP 1068 PG 11 JI Phys. Ther. PY 1999 PD NOV VL 79 IS 11 GA 251PJ PI ALEXANDRIA RP Campbell SK Univ Illinois, Dept Phys Therapy, Coll Hlth & Human Dev Sci, 1919 W Taylor St,M C 898, Chicago, IL 60612 USA J9 PHYS THER PA 1111 N FAIRFAX ST, ALEXANDRIA, VA 22314 USA UT ISI:000083453800005 ER PT Journal AU Barabasi, AL Albert, R Jeong, H TI Mean-field theory for scale-free random networks SO PHYSICA A LA English DT Article NR 35 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA DE disordered systems; networks; random networks; critical phenomena; scaling ID SMALL-WORLD NETWORKS AB Random networks with complex topology are common in Nature, describing systems as diverse as the world wide web or social and business networks. Recently, it has been demonstrated that most large networks for which topological information is available display scale-free features. Here we study the scaling properties of the recently introduced scale-free model, that can account for the observed power-law distribution of the connectivities. We develop a mean-field method to predict the growth dynamics of the individual vertices, and use this to calculate analytically the connectivity distribution and the scaling exponents. The mean-field method can be used to address the properties of two variants of the scale-free model, that do not display power-law scaling. (C) 1999 Elsevier Science B.V. All rights reserved. CR 1999, SCI AM, V280, P54 ALBERT R, IN PRESS NATURE ALBERT R, UNPUB ARTHUR WB, 1999, SCIENCE, V284, P107 BANAVAR JR, 1999, NATURE, V399, P130 BARABASI AL, UNPUB SCIENCE BARRAT A, CONDMAT9903323 BARRAT A, CONDMAT9903411 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS COLLINS J, 1998, NATURE, V393, P6684 ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 GALLAGHER R, 1999, SCIENCE, V284, P79 HERZEL H, 1998, FRACTALS, V6, P301 HUBERMAN BA, CONDMAT9901071 HUBERMAN BA, 1998, SCIENCE, V280, P95 KASTURIRANGAN R, CONDMAT9904055 KOCH C, 1999, SCIENCE, V284, P96 KOCHEN M, 1989, SMALL WORLD KULKARNI RV, CONDMAT9905066 LAWRENCE S, 1999, NATURE, V400, P107 LUBKIN GB, 1998, PHYS TODAY, V51, P17 MENEZES MA, CONDMAT9903426 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, CONDMAT9903323 MOUKARZEL CF, CONDMAT9905131 MOUKARZEL CF, CONDMAT9905322 NEWMAN MEJ, CONDMAT9903357 NEWMAN MEJ, CONDMAT9904419 REDNER S, 1998, EUR PHYS J B, V4, P131 SERVICE RF, 1999, SCIENCE, V284, P80 STAUFFER D, 1992, PERCOLATION THEORY WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WENG GZ, 1999, SCIENCE, V284, P92 TC 49 BP 173 EP 187 PG 15 JI Physica A PY 1999 PD OCT 1 VL 272 IS 1-2 GA 244YZ PI AMSTERDAM RP Barabasi AL Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000083079500012 ER PT Journal AU Small, H TI A passage through science: Crossing disciplinary boundaries SO LIBRARY TRENDS LA English DT Article NR 31 SN 0024-2594 PU GSLIS PUBLICATIONS C1 Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Philadelphia, PA 19104 USA ID SCIENTIFIC DISCOVERY; CO-CITATION; LITERATURES AB A METHODOLOGY IS PRESENTED FOR CREATING pathways through the scientific literature following-strong co-citation links. A specific path is described starting in economics and ending in astrophysics traversing 331 documents. Special attention is given to where the path crosses disciplinary boundaries and how analogy can be used to model the thought: processes involved in such transitions. Implications of information pathways for retrieval, the unity of science, discovery, epistemology, and evaluation are discussed. 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Trends PY 1999 PD SUM VL 48 IS 1 GA 245FZ PI CHAMPAIGN RP Small H Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA J9 LIBR TRENDS PA 501 E DANIEL ST, CHAMPAIGN, IL 61820-6211 USA UT ISI:000083096700006 ER PT Journal AU Barabasi, AL Albert, R TI Emergence of scaling in random networks SO SCIENCE LA English DT Article NR 22 SN 0036-8075 PU AMER ASSOC ADVANCEMENT SCIENCE C1 Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA ID WORLD-WIDE-WEB AB Systems as diverse as genetic networks or the World Wide Web are best described as networks with complex topology. A common property of many Large networks is that the vertex connectivities follow a scale-free power-law distribution. This feature was found to be a consequence of two generic mechanisms: (i) networks expand continuously by the addition of new vertices, and (ii) new vertices attach preferentially to sites that are already well connected. A model based on these two ingredients reproduces the observed stationary scale-free distributions, which indicates that the development of Large networks is governed by robust self-organizing phenomena that go beyond the particulars of the individual systems. CR 1999, SCI AM, V280, P54 ALBERT R, 1999, NATURE, V401, P130 ARTHUR WB, 1999, SCIENCE, V284, P107 BANAVAR JR, 1999, NATURE, V399, P130 BARABASI AL, 1999, PHYSICA A, V272, P173 BARTHELEMY M, 1999, PHYS REV LETT, V82, P15 BOLLOBA B, 1985, RANDOM GRAPHS ERDOS P, 1960, PUBL MATH I HUNG, V5, P17 GALLAGHER R, 1999, SCIENCE, V284, P79 GUARE J, 1990, 6 DEGREES SEPARATION HUBERMAN BA, 1999, NATURE, V401, P131 HUBERMAN BA, 1998, SCIENCE, V280, P95 KOCH C, 1999, SCIENCE, V284, P96 KOCHEN M, 1989, SMALL WORLD LAWRENCE S, 1998, SCIENCE, V280, P98 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 REDNER S, 1998, EUR PHYS J B, V4, P131 SEVICE RF, 1999, SCIENCE, V284, P80 TU Y, COMMUNICATION WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WENG GZ, 1999, SCIENCE, V284, P92 TC 148 BP 509 EP 512 PG 4 JI Science PY 1999 PD OCT 15 VL 286 IS 5439 GA 245RD PI WASHINGTON RP Barabasi AL Univ Notre Dame, Dept Phys, Notre Dame, IN 46556 USA J9 SCIENCE PA 1200 NEW YORK AVE, NW, WASHINGTON, DC 20005 USA UT ISI:000083121200054 ER PT Journal AU Watts, DJ TI Networks, dynamics, and the small-world phenomenon SO AMERICAN JOURNAL OF SOCIOLOGY LA English DT Article NR 62 SN 0002-9602 PU UNIV CHICAGO PRESS C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA ID SOCIAL NETWORKS; METAPOPULATION MODELS; CENTRALITY; EVOLUTION; DISEASE; SPREAD AB The small-world phenomenon formalized in this article as the coincidence of high local clustering and short global separation, is shown to be a general feature of sparse, decentralized networks that are neither completely ordered nor completely random. Networks of this kind have received little attention, yet they appear to be widespread in the social and natural sciences, as is indicated here by three distinct examples. Furthermore, small admixtures of randomness to an otherwise ordered network can have a dramatic impact on its dynamical, as well as structural, properties-a feature illustrated by a simple model of disease transmission. CR ACHACOSO TB, 1992, AY NEUROANATOMY C EL ARTHUR WB, 1993, STRUCTURAL CHANGE EC, V4, P81 AXELROD R, 1984, EVOLUTION COOPERATIO BOLLOBAS B, 1985, RANDOM GRAPHS BOLLOBAS B, 1988, SIAM J DISCRETE MATH, V1, P328 BOYD R, 1988, J THEOR BIOL, V132, P337 BURT RS, 1992, STRUCTURAL HOLES SOC BURT RS, 1982, STRUCTURAL THEORY AC CERF VG, 1974, NETWORKS, V4, P335 CHUNG FRK, 1986, P S APPL MATH, V34, P1 COHEN MD, 1999, 9901002 SANT FE I COLEMAN JS, 1973, MATH COLLECTIVE ACTI CRICK F, 1998, NATURE, V391, P245 DAVIDSON ML, 1983, MULTIDIMENSIONAL SCA DAVIS J, 1967, HUM RELAT, V20, P181 FARARO TJ, 1964, STUDY BIASED FRIENDS FOSTER CC, 1963, BEHAV SCI, V8, P56 FREEMAN LC, 1979, SOC NETWORKS, V1, P215 FREMAN LC, 1982, SOC NETWORKS, V3, P291 FRIEDKIN NE, 1991, AM J SOCIOL, V96, P1478 FRIEDKIN NE, 1990, SOC PSYCHOL QUART, V53, P316 GLADWELL M, 1996, NEW YORKER 0603, P32 GRANOVETTER M, 1978, AM J SOCIOL, V83, P1420 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GRANOVETTER MS, 1974, GETTING JOB STUDY CO GROSSMAN JW, 1995, C NUMERANTIUM, V108, P129 GUARE J, 1990, 6 DEGREES SEPARATION HARARY F, 1959, SOCIOMETRY, V22, P23 HASSELL MP, 1994, NATURE, V370, P290 HERZ AVM, 1994, J THEOR BIOL, V169, P65 HESS G, 1996, ECOLOGY, V77, P1617 HESS GR, 1996, AM NAT, V148, P226 KAREIVA P, 1990, PHILOS T ROY SOC B, V330, P175 KAUFFMAN SA, 1969, J THEOR BIOL, V22, P437 KOCHEN M, 1989, SMALL WORLD, P52 KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 LONGINI IM, 1988, MATH BIOSCI, V90, P367 MARCH L, 1971, GEOMETRY ENV, PCH14 MAY RM, 1995, B AM MATH SOC, V32, P291 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MURRAY JD, 1993, MATH BIOL MURRAY JD, 1991, MATH BIOL NOWAK MA, 1993, INT J BIFURCAT CHAOS, V3, P35 PHADKE AG, 1988, COMPUTER RELAYING PO POOL ID, 1978, SOC NETWORKS, V1, P1 RAPOPORT A, 1957, B MATH BIOPHYS, V19, P257 RAPOPORT A, 1953, B MATH BIOPHYS, V15, P523 RAPOPORT A, 1953, B MATH BIOPHYS, V15, P535 RAPOPORT A, 1963, HDB MATH PSYCHOL, V2, P493 ROUVRAY DH, 1986, SCI AM SEP, P40 SATTENSPIEL L, 1988, MATH BIOSCI, V90, P341 SKVORETZ J, 1985, SOC NETWORKS, V7, P225 SOLMONOFF R, 1951, B MATH BIOPHYS, V13, P107 STROGATZ SH, 1993, SCI AM, V269, P102 TJADEN B, 1997, E COMMUNICATION 0514 WATTS DJ, 1999, SMALL WORLDS DYNAMIC WHITE H, 1970, SOC FORCES, V49, P259 WHITE JG, 1986, PHILOS T ROY SOC B, V314, P1 WIENER H, 1947, J AM CHEM SOC, V69, P17 YAMAGUCHI K, 1994, SOC NETWORKS, V16, P57 YAMAGUCHI K, 1994, SOCIOL METHODOL, V24, P267 TC 8 BP 493 EP 527 PG 35 JI Am. J. Sociol. PY 1999 PD SEP VL 105 IS 2 GA 241QY PI CHICAGO RP Watts DJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 AMER J SOCIOL PA 5720 SOUTH WOODLAWN AVE, CHICAGO, IL 60637-1603 USA UT ISI:000082895100005 ER PT Journal AU Pandit, SA Amritkar, RE TI Characterization and control of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 5 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Phys Res Lab, Ahmedabad 380009, Gujarat, India Phys Res Lab, Ahmedabad 380009, Gujarat, India AB Recently, Watts and Strogatz [Nature (London) 393, 440 (1998)] offered an interesting model of small-world networks. Here we concretize the concept of a "faraway" connection in a network by defining a far edge. Our definition is algorithmic and independent of any external parameters such as topology of the underlying space of the network. We show that it is possible to control the spread of an epidemic by using the knowledge of far edges. We also suggest a model for better product advertisement using the far edges. Our findings indicate that the number of far edges can Ix a good intrinsic parameter to characterize small-world phenomena. [S1063-651X(99)50908-2]. CR COLLINS JJ, 1998, NATURE, V393, P409 HOPFIELD JJ, 1995, P NATL ACAD SCI USA, V92, P6655 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PANDIT SA, UNPUB WATTS DJ, 1998, NATURE, V393, P440 TC 15 BP R1119 EP R1122 PG 4 JI Phys. Rev. E PY 1999 PD AUG VL 60 IS 2 PN A GA 230CU PI COLLEGE PK RP Pandit SA Phys Res Lab, Ahmedabad 380009, Gujarat, India J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000082234900003 ER PT Journal AU Giuffre, K TI Sandpiles of opportunity: Success in the art world SO SOCIAL FORCES LA English DT Article NR 31 SN 0037-7732 PU UNIV NORTH CAROLINA PRESS C1 Colorado Coll, Dept Sociol, Colorado Springs, CO 80903 USA Colorado Coll, Dept Sociol, Colorado Springs, CO 80903 USA AB This study conceptualizes artists' careers as transitions through positions within a constantly shifting web of relationships that are without a priori hierarchical demarcations. Network analysis of this shifting web from 1981 to 1992 produces three distinct career paths With differential outcomes in terms of the amount of critical notice received by each artist. Those who have had a long history of membership in loosely knit networks receive more critical attention than either artists who have had a long history of membership in tightly knit cliques or those with a history of sporadic connections to the art world. The career ladder is not so much a ladder as it is a sandpile, in which each actor's attempts to reach the top change the shape of the climb. CR 1981, ART AM, V69 1981, ARTFORUM, V19 1981, ARTNEWS, V80 *ASS INT PHOT ART, 1982, MEMB DIR ABBOTT A, 1990, AM J SOCIOL, V96, P144 ANHEIER HK, 1995, AM J SOCIOL, V100, P859 ARABIE P, 1978, J MATH PSYCHOL, V17, P21 BIENENSTOCK E, 1993, SOCIOL PERSPECT, V36, P147 BORGATTI SP, 1992, UCINET 4 VERSION 1 0 BOURDIEU P, 1993, FIELD CULTURAL PRODU BOURDIEU P, 1989, SOCIOLOGICAL THEORY, V7, P14 BRIEGER RL, 1974, SOC FORCES, V53, P181 BURT R, 1992, STRUCTURAL HOLES BYSTRYN M, 1978, SOC RES, V45, P390 COX A, 1982, ART POLITICS DECOPPET L, 1984, ART DEALERS FAULKNER R, 1987, MUSIC DEMAND COMPOSE GIUFFRE K, 1998, ANN M AM SOC ASS SAN GRANOVETTER M, 1974, GETTING JOB GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GREENFELD L, 1989, DIFFERENT WORLDS GUILBAUT S, 1983, NEW YORK STOLE IDEA HOWELL N, 1969, SEARCH ABORTIONIST MOULIN R, 1987, FRENCH ART MARKET RIDGEWAY S, 1989, ART SOC READINGS SOC, P205 ROSENBAUM JE, 1984, CAREER MOBILITY CORP SAILER LD, 1979, SOC NETWORKS, V1, P73 SIMMEL G, 1971, INDIVIDUALITY SOCIAL TRAVERS J, 1969, SOCIOMETRY, V32, P425 USEEM M, 1978, SOC PROBL, V25, P225 WHITE HC, 1970, CHAINS OPPORTUNITY TC 3 BP 815 EP 832 PG 18 JI Soc. Forces PY 1999 PD MAR VL 77 IS 3 GA 185NM PI CHAPEL HILL RP Giuffre K Colorado Coll, Dept Sociol, Colorado Springs, CO 80903 USA J9 SOC FORCES PA BOX 2288, JOURNALS DEPT, CHAPEL HILL, NC 27515-2288 USA UT ISI:000079675700001 ER PT Journal AU Barthelemy, M Amaral, LAN TI Small-world networks: Evidence for a crossover picture SO PHYSICAL REVIEW LETTERS LA English DT Article NR 35 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Dept Phys, Boston, MA 02215 USA ID DYNAMICS; CHAOS; COMPUTATION; EVOLUTION; GRAPHS AB Watts and Strogatz [Nature (London) 393, 440 (1998)] have recently introduced a model for disordered networks and reported that, even for very small values of the disorder p in the links, the network behaves as a "small world." Here, we test the hypothesis that the appearance of small-world behavior is not a phase transition but a crossover phenomenon which depends both on the network size n and on the degree of disorder p. We propose that the average distance l between any two vertices of the network is a scaling function of n/n*. The crossover size n* above which the network behaves as a small world is shown to scale as n*(p much less than 1) similar to p(-tau) with tau approximate to 2/3. 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Rev. Lett. PY 1999 PD APR 12 VL 82 IS 15 GA 185AP PI COLLEGE PK RP Barthelemy M Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000079646200045 ER PT Journal AU Herzel, H TI How to quantify 'small-world networks'? SO FRACTALS-COMPLEX GEOMETRY PATTERNS AND SCALING IN NATURE AND SOCIETY LA English DT Letter NR 6 SN 0218-348X PU WORLD SCIENTIFIC PUBL CO PTE LTD C1 Humboldt Univ, Inst Theoret Biol, Invalidenstr 43, D-10115 Berlin, Germany Humboldt Univ, Inst Theoret Biol, D-10115 Berlin, Germany AB Recently Watts and Strogatz emphasized the widespread relevance of 'small worlds' and studied numerically networks between complete regularity and complete randomness. In this letter, I derive simple analytical expressions which can reproduce the empirical observations. It is shown how a few random connections can turn a regular network into a 'small-world network' with a short global connection but persisting local clustering. CR COLLINS JJ, 1998, NATURE, V393, P409 GUARE J, 1990, 6 DEGREES SEPARATION HOPFIELD JJ, 1995, P NATL ACAD SCI USA, V92, P6655 KAUFFMAN SA, 1969, J THEOR BIOL, V22, P437 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 WATTS DJ, 1998, NATURE, V393, P440 TC 3 BP 301 EP 303 PG 3 JI Fractals-Complex Geom. Patterns Scaling Nat. Soc. PY 1998 PD DEC VL 6 IS 4 GA 155JN PI SINGAPORE RP Herzel H Humboldt Univ, Inst Theoret Biol, Invalidenstr 43, D-10115 Berlin, Germany J9 FRACTALS PA JOURNAL DEPT PO BOX 128 FARRER ROAD, SINGAPORE 912805, SINGAPORE UT ISI:000077943400001 ER PT Journal AU Mark, N TI Birds of a feather sing together SO SOCIAL FORCES LA English DT Article NR 66 SN 0037-7732 PU UNIV NORTH CAROLINA PRESS C1 Stanford Univ, Dept Sociol, Stanford, CA 94305 USA Stanford Univ, Dept Sociol, Stanford, CA 94305 USA ID STRUCTURAL EQUIVALENCE; SOCIAL-STRUCTURE; NETWORKS; ORGANIZATIONS; ARTS; PARTICIPATION; POPULATION; AMERICANS; COHESION; AUDIENCE AB This article presents an ecological theory of musical preference. A core idea of the theory is that musical forms depend on people for their existence. The theory argues that people are a resource for types of music; musical forms compete for the time, energy, and preferences of individuals. Musical types carve out niches in different sociodemographic segments of society. According to the theory, the niche pattern develops because musical Preferences are transmitted through homophilous social network ties; similar people interact with each other and develop similar musical tastes. The article develops six hypotheses that relate individuals' social positions to their musical preferences, Tests with 1993 General Social Survey data support these hypotheses. 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Forces PY 1998 PD DEC VL 77 IS 2 GA 152DR PI CHAPEL HILL RP Mark N Stanford Univ, Dept Sociol, Stanford, CA 94305 USA J9 SOC FORCES PA BOX 2288, CHAPEL HILL, NC 27515-2288 USA UT ISI:000077761100003 ER PT Journal AU Lubkin, GB TI Small-world networks can provide a new tool to study diverse systems SO PHYSICS TODAY LA English DT Editorial Material NR 3 SN 0031-9228 PU AMER INST PHYSICS CR CRUTCHFIELD JP, 1995, P NATL ACAD SCI USA, V92, P10742 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 WATTS DJ, 1998, NATURE, V393, P440 TC 1 BP 17 EP 18 PG 2 JI Phys. Today PY 1998 PD SEP VL 51 IS 9 GA 116XG PI WOODBURY J9 PHYS TODAY PA CIRCULATION FULFILLMENT DIV, 500 SUNNYSIDE BLVD, WOODBURY, NY 11797-2999 USA UT ISI:000075749900006 ER PT Journal AU Collins, JJ Chow, CC TI It's a small world SO NATURE LA English DT Editorial Material NR 4 SN 0028-0836 PU MACMILLAN MAGAZINES LTD C1 Boston Univ, Dept Biomed Engn, Ctr Biodynam, 44 Cummington St, Boston, MA 02215 USA Boston Univ, Dept Biomed Engn, Ctr Biodynam, Boston, MA 02215 USA Boston Univ, Dept Math, Boston, MA 02215 USA CR GUARE J, 1990, 6 DEGREES SEPARATION KOCHEN M, 1989, SMALL WORLD MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 WATTS DJ, 1998, NATURE, V393, P440 TC 10 BP 409 EP 410 PG 2 JI Nature PY 1998 PD JUN 4 VL 393 IS 6684 GA ZR842 PI LONDON RP Collins JJ Boston Univ, Dept Biomed Engn, Ctr Biodynam, 44 Cummington St, Boston, MA 02215 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON, ENGLAND N1 9XW UT ISI:000074020000020 ER PT Journal AU Watts, DJ Strogatz, SH TI Collective dynamics of 'small-world' networks SO NATURE LA English DT Article NR 27 SN 0028-0836 PU MACMILLAN MAGAZINES LTD C1 Columbia Univ, Paul F Lazarsfeld Ctr Social Sci, 812 SIPA Bldg,420 W118 St, New York, NY 10027 USA Cornell Univ, Dept Theoret & Appl Mech, Ithaca, NY 14853 USA ID COUPLED OSCILLATORS; SYNCHRONIZATION; DISEASE; SPREAD; CHAOS AB Networks of coupled dynamical systems have been used to model biological oscillators(1-4), Josephson junction arrays(5,6), excitable media(7), neural networks(8-10), spatial games(11), genetic control networks(12) and many other self-organizing systems. Ordinarily, the connection topology is assumed to be either completely regular or completely random. But many biological, technological and social networks lie somewhere between these two extremes. Here we explore simple models of networks that can be tuned through this middle ground: regular networks 'rewired' to introduce increasing amounts of disorder. We find that these systems can be highly clustered, like regular lattices, yet have small characteristic path lengths, like random graphs. We call them 'small-world' networks, by analogy with the small-world phenomenon(13,14) (popularly known as six degrees of separation(15)). The neural network of the worm Caenorhabditis elegans, the power grid of the western United States, and the collaboration graph of film actors are shown to be small-world networks. Models of dynamical systems with small-world coupling display enhanced signal-propagation speed, computational power, and synchronizability. In particular, infectious diseases spread more easily in small- world networks than in regular lattices. CR ABBOTT LF, 1993, PHYS REV E, V48, P1483 ACHACOSO TB, 1992, AYS NEUROANATOMY C E AXELROD R, 1984, EVOLUTION COOPERATIO BLYTHE SP, 1991, MATH BIOSCI, V107, P379 BOLLABAS B, 1985, RANDOM GRAPHS BRAIMAN Y, 1995, NATURE, V378, P465 BRESSLOFF PC, 1997, PHYS REV LETT, V79, P2791 COLLINS JJ, 1995, NATURE, V376, P236 DAS R, 1994, LECT NOTES COMPUTER, V866, P344 GERHARDT M, 1990, SCIENCE, V247, P1563 GRAY CM, 1989, NATURE, V338, P334 GUARE J, 1990, 6 DEGREES SEPARATION HESS G, 1996, ECOLOGY, V77, P1617 HOPFIELD JJ, 1995, P NATL ACAD SCI USA, V92, P6655 KAUFFMAN SA, 1969, J THEOR BIOL, V22, P437 KOCHEN M, 1989, SMALL WORLD KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA LONGINI IM, 1988, MATH BIOSCI, V90, P367 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NOWAK MA, 1992, NATURE, V359, P826 PHADKE AG, 1988, COMPUTER RELAYING PO SATTENSPIEL L, 1988, MATH BIOSCI, V90, P341 STROGATZ SH, 1993, SCI AM, V269, P102 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WIESENFELD K, 1996, PHYSICA B, V222, P315 WINFREE AT, 1980, GEOMETRY BIOL TIME TC 260 BP 440 EP 442 PG 3 JI Nature PY 1998 PD JUN 4 VL 393 IS 6684 GA ZR842 PI LONDON RP Watts DJ Columbia Univ, Paul F Lazarsfeld Ctr Social Sci, 812 SIPA Bldg,420 W118 St, New York, NY 10027 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON, ENGLAND N1 9XW UT ISI:000074020000035 ER PT Journal AU Kusa, Z TI Social network analysis in sociological research SO SOCIOLOGIA LA Slovak DT Article NR 59 SN 0049-1225 PU SLOVAK ACADEMIC PRESS LTD C1 SAV,SOCIOL USTAV,KLEMENSOVA 19,BRATISLAVA 81364,SLOVAKIA ID STRUCTURAL EQUIVALENCE; COHESION; SUPPORT; POWER AB The aim of the paper is to introduce the conceptual framework, methods and thematic Focus of social network analysis as it is presented in the works of B. Wellman, D. Knoke, S. Wasserman, M. Granovetter and the other scholars. The paper describes the relationship of the network analysis to dominant perspectives and explanatory schemes. Network analysis is presented here as the critical response to mainstream sociological research based on atomistic idea of social action and explaining social processes as the outcome of personal attributes and interiorised social norms. Special attention is given to basic network concepts and measures (density, structural equivalence, centrality/prestige prominence, bridge, broker, etc.), and to the description of various network analysis applications (occupational mobility, diffusion of innovation, the study of local and economic elites, inter-organizational cooperation, voting behaviour, etc.). Illustrations are also used from the author's life-history research projects (study of bourgeois elite under socialism and poor families) The author stresses the importance of the study of social relational context, which is rather neglected in Slovak sociology and regards as the main contributions of network analysis its emphasis on relational character of social action and precise elaboration of the concepts used in sociology rather in metaphorical way. She follows the view of D. Knoke (1994) that social network approach should be not taken as a competing paradigm but rather as the one embedding the normative and objective-rationalistic paradigms in the relational context of opportunities and limits for the exchange of information and sources. 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People at the local level are increasingly being drawn into larger circuits through economic linkages, demographic processes, social interactions, and flows of information that transcend local and national boundaries. Such global linkages and the new embeddedness they produce require more sophisticated approaches to ethnography. This paper proposes social network analysis as a valuable approach to that end. The concept of embeddedness, which is central to the social networks perspective, is introduced. Hierarchical embeddedness of the local level in the larger society, economy, and polity is distinguished from domain embeddedness, the interpenetration of different fields of activity. Network studies of two ethnographic cases, gift giving among !Kung and ritual celebrations in a Javanese village, illustrate the potential of social network analysis for investigating embeddedness. The paper concludes with substantive and methodological suggestions for the study of embeddedness. 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PY 1997 PD DEC VL 38 IS 5 GA YF749 PI CHICAGO RP Schweizer T UNIV COLOGNE,ALBERTUS MAGNUS PL,D-50923 COLOGNE,GERMANY J9 CURR ANTHROPOL PA 5720 S WOODLAWN AVE, CHICAGO, IL 60637 UT ISI:A1997YF74900002 ER PT Journal AU Giuffre, K Paxton, P TI Building social networks SO TEACHING SOCIOLOGY LA English DT Article NR 16 SN 0092-055X PU AMER SOCIOLOGICAL ASSOC C1 COLORADO COLL,DEPT SOCIOL,COLORADO SPRINGS,CO 80903 UNIV N CAROLINA,DEPT SOCIOL,CHAPEL HILL,NC 27599 ID WORLD-SYSTEM CR BREIGER RL, 1974, SOC FORCES, V53, P181 BURT R, 1992, STRUCTURAL HOLES CHIROT D, 1982, ANNU REV SOCIOL, V8, P81 DOMOFF W, 1995, AM SOC POLITICS I HI GOODMAN FL, END LINE SIMULATION GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GRANOVETTER MS, 1974, GETTING JOB STUDY CO KERBO H, 1991, SOCIAL STRATIFICATIO KLOVDAHL AS, 1981, SOC NETWORKS, V3, P197 SEWELL WH, 1992, AM J SOCIOL, V98, P1 SNYDER D, 1979, AM J SOCIOL, V84, P1096 TRAVERS J, 1969, SOCIOMETRY, V32, P425 USEEM M, 1978, SOC PROBL, V25, P225 WALLERSTEIN I, 1972, STUD COMP INT DEV, V7, P95 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WELLMAN B, 1992, ADV GROUP PROCESSES, V9, P207 TC 1 BP 207 EP 213 PG 7 JI Teach. Sociol. PY 1997 PD JUL VL 25 IS 3 GA XN045 PI WASHINGTON RP Giuffre K COLORADO COLL,DEPT SOCIOL,COLORADO SPRINGS,CO 80903 J9 TEACH SOCIOL PA 1722 N ST NW, WASHINGTON, DC 20036-2981 UT ISI:A1997XN04500003 ER PT Journal AU Kautz, H Selman, B Shah, M TI The hidden web SO AI MAGAZINE LA English DT Article NR 14 SN 0738-4602 PU AMER ASSOC ARTIFICIAL INTELL C1 AT&T LABS,ARTIFICIAL INTELLIGENCE PRINCIPLES RES DEPT,MURRAY HILL,NJ 07974 AT&T LABS,ARTIFICIAL INTELLIGENCE RES DEPT,MURRAY HILL,NJ AB The difficulty of finding information on the World Wide Web by browsing hypertext documents has led to the development and deployment of various search engines and indexing techniques. However, many information-gathering tasks are better handled by finding a referral to a human expert rather than by simply interacting with online information sources. A personal referral allows a user to judge the quality of the information he or she is receiving as well as to potentially obtain information that is deliberately not made public. The process of finding an expert who is both reliable and likely to respond to the user can be viewed as a search through the network of social relationships between individuals as opposed to a search through the network of hypertext documents. The goal of the REFERRAL WEB Project is to create models of social networks by data mining the web and develop tools that use the models to assist in locating experts and related information search and evaluation tasks. 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PY 1997 PD SUM VL 18 IS 2 GA XK443 PI MENLO PK RP Kautz H AT&T LABS,ARTIFICIAL INTELLIGENCE PRINCIPLES RES DEPT,MURRAY HILL,NJ 07974 J9 AI MAG PA 445 BURGESS DRIVE, MENLO PK, CA 94025-3496 UT ISI:A1997XK44300004 ER PT Journal AU Fararo, TJ TI Reflections on mathematical sociology SO SOCIOLOGICAL FORUM LA English DT Review NR 152 SN 0884-8971 PU PLENUM PUBL CORP C1 UNIV PITTSBURGH,DEPT SOCIOL,PITTSBURGH,PA 15260 DE mathematical sociology; sociological theory; history of sociology; formal theory; mathematical models ID E-STATE STRUCTURALISM; WEAK-TIES; NETWORKS; STRENGTH; SYSTEMS AB As a participant in the development of mathematical sociology over the past several decades, the author undertakes a personal and historical review of the field. A special effort is made to link early innovations and interests to recent developments. 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Forum PY 1997 PD MAR VL 12 IS 1 GA WY632 PI NEW YORK RP Fararo TJ UNIV PITTSBURGH,DEPT SOCIOL,PITTSBURGH,PA 15260 J9 SOCIOL FORUM PA 233 SPRING ST, NEW YORK, NY 10013 UT ISI:A1997WY63200006 ER PT Journal AU Rogerson, PA TI Estimating the size of social networks SO GEOGRAPHICAL ANALYSIS LA English DT Article NR 26 SN 0016-7363 PU OHIO STATE UNIV PRESS C1 SUNY BUFFALO,BUFFALO,NY 14260 ID MULTIPLICITY AB It is notoriously difficult to define and estimate the size of individuals' social networks. Methods are suggested for estimating the size of such networks, using known rates of mobility together with survey data on the number of acquaintances of individuals who have recently moved. Special attention is given to the likely correlation between mobility rates and network size. Estimates are found to be consistent with previous estimates in, the literature. The relation of this approach to multiplicity sampling and to ''the small-world problem'' is also discussed. CR *US BUR CENS, 1986, CURRENT POPULATION P, V20 BENJAMIN JR, 1970, PROBABILITY STATISTI BERNARD HR, 1989, SMALL WORLD, P159 BERNARD HR, 1991, SOC SCI RES, V20, P109 BOISSEVAIN J, 1974, FRIENDS FRIENDS CUBITT T, 1973, NETWORK ANAL STUDIES GOLBERG M, 1984, INTRO PROBABILITY TH GRANOVETTER M, 1974, GETTING JOB HAGERSTRAND T, 1957, LUND STUDIES GEOGR B, V13 HAMMER M, 1980, SOC NETWORKS, V2, P305 JOHNSTON R, 1974, GEOGR ANN B, V56, P57 KALTON G, 1986, J ROY STAT SOC A GEN, V149, P65 KAPFERER B, 1973, NETWORK ANAL STUDIES MAGDOL L, 1995, THESIS U WISCONSIN MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE E, 1970, ENVIRON PLANN A, V2, P443 MORRILL R, 1967, ANN ASSOC AM GEOGR, V57, P401 NATHAN G, 1976, J AM STAT ASSOC, V71, P808 PATTISON EM, 1975, AM J PSYCHIAT, V132, P1246 POOL ID, 1978, SOC NETWORKS, V1, P5 RAPAPORT A, 1953, B MATH BIOPHYS, V15, P523 RAPAPORT A, 1953, B MATH BIOPHYS, V15, P533 RAPAPORT A, 1951, B MATH BIOPHYS, V13, P85 SIRKEN MG, 1970, J AM STAT ASSOC, V65, P257 VANDERPOEL MGM, 1993, SOC NETWORKS, V15, P49 WOODROW K, 1990, ANN M POP ASS AM TOR TC 0 BP 50 EP 63 PG 14 JI Geogr. Anal. PY 1997 PD JAN VL 29 IS 1 GA WC859 PI COLUMBUS RP Rogerson PA SUNY BUFFALO,BUFFALO,NY 14260 J9 GEOGR ANAL PA 1050 CARMACK RD, COLUMBUS, OH 43210 UT ISI:A1997WC85900004 ER PT Journal AU WOODARD, KL DOREIAN, P TI UTILIZING AND UNDERSTANDING COMMUNITY-SERVICE PROVISION NETWORKS - A REPORT OF 3 CASE-STUDIES HAVING 583 PARTICIPANTS SO JOURNAL OF SOCIAL SERVICE RESEARCH LA English DT Article NR 52 SN 0148-8376 PU HAWORTH PRESS INC C1 UNIV WYOMING,DEPT SOCIAL WORK,LARAMIE,WY 82071 UNIV PITTSBURGH,PITTSBURGH,PA 15260 ID TIES; ORGANIZATIONS; RESOURCES AB The delivery of social services takes place in a network of agencies linked by ties that include client referrals, provision of services, information exchanges, transfers of funds, and sharing resources. These networks can be described in terms of a small number of key network concepts that provide the foundation for designing and evaluating system interventions. Empirical examples are provided. 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Soc. Serv. Res. PY 1994 VL 18 IS 3-4 GA PW635 PI BINGHAMTON RP WOODARD KL UNIV WYOMING,DEPT SOCIAL WORK,LARAMIE,WY 82071 J9 J SOC SERV RES PA 10 ALICE ST, BINGHAMTON, NY 13904-1580 UT ISI:A1994PW63500001 ER PT Journal AU FRENZEN, J NAKAMOTO, K TI STRUCTURE, COOPERATION, AND THE FLOW OF MARKET-INFORMATION SO JOURNAL OF CONSUMER RESEARCH LA English DT Article NR 45 SN 0093-5301 PU UNIV CHICAGO PRESS C1 UNIV ARIZONA,KARL ELLER GRAD SCH BUSINESS,DEPT MKT,TUCSON,AZ 85721 UNIV COLORADO,COLL BUSINESS & ADM,BOULDER,CO 80309 ID SOCIAL-STRUCTURE; NETWORKS; EXCHANGE; POWER; ORGANIZATION; DIFFUSION; CONSUMERS; BEHAVIOR AB This article explores the potential impact of individual consumer decisions to transmit or withhold word-of-mouth information on the flow of information in a market. Information flow is examined in networks composed of graphs and nodes, where graphs represent channels that foster information flow and nodes represent sentient decision makers who can potentially impede or foster information flow. We assert that actors in embedded markets first judge the moral hazards imposed by the information they consider for transmission and the social context of transmission, and then moderate their decisions to transmit the information in light of these judgements. We analyze this process using a modified version of Marshall Sahlins's social exchange theory, examine the plausibility of this analysis using two laboratory experiments, and explore the consequences of this behavior at the aggregate level using a computer simulation. Our view highlights the importance of the interplay of individuals and their social context for understanding word-of-mouth processes. 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1978, PSYCHOL TODAY JAN, P12 NISSANI M, 1990, AM PSYCHOL, V45, P1384 OLEARY CJ, 1970, SOCIOLOGICAL Q, V11, P87 ORNE MT, 1968, INT J PSYCHIAT, V6, P282 PATTEN S, 1977, PHILOSOPHY, V52, P425 PATTULLO EL, 1984, NIH READINGS PROTECT, P10 REDFEARN DJ, 1982, PREDICTORS NURSES CO RING K, 1970, REPRESENTATIVE RES S, V1, P67 ROGERS EM, 1981, COMMUNICATION NETWOR ROSS L, 1977, ADV EXPT SOCIAL PSYC, V10, P173 ROSS L, 1988, CONTEMP PSYCHOL, V33, P101 SABINI J, 1986, AM PSYCHOL, V41, P1378 SABINI JP, 1982, MORALITIES EVERYDAY SABINI JP, 1985, NATIONAL FORUM, V65, P13 SABINI JP, 1980, SURVIVORS VICTIMS PE, P329 SABINI JP, 1976, THESIS CITY U NEW YO SCHURZ G, 1985, Z EXP ANGEW PSYCHOL, V32, P160 SECHREST L, 1983, APPL SOCIAL PSYCHOL, V4, P23 SHALALA SR, 1974, THESIS U KANSAS LAWR SHANAB ME, 1978, B PSYCHONOMIC SOC, V11, P267 SHANAB ME, 1977, J PERS SOC PSYCHOL, V35, P530 SHELTON GA, 1982, THESIS U BRIT COLUMB SHNAYERSON R, 1973, HARPERS MAGAZINE DEC, P61 SHOTLAND RL, 1976, U COMMUNICATION NETW SILVER M, 1977, THESIS CITY U NEW YO SIMMEL G, 1905, SOCIOLOGY G SIMMEL STAUB E, 1989, ROOTS EVIL ORIGINS G STROM MS, 1978, FACING HIST OURSELVE, V3 STUBBS M, 1983, LITTLE BROWN READER SULLIVAN W, 1963, NY TOMES 1026, P10 TAKOOSHIAN H, 1977, PSYCHOL TODAY FEB, P67 TAVRIS C, 1974, PSYCHOL TODAY JUN, P71 TAVRIS C, 1974, PSYCHOL TODAY JUN, P74 TILKER HA, 1970, J PERS SOC PSYCHOL, V14, P95 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TYLER TR, 1981, J EXP SOC PSYCHOL, V17, P408 ULLMAN D, 1982, AM PSYCHOL, V37, P972 WEBB EJ, 1981, NONREACTIVE MEASURES WIRTH L, 1938, AM J SOCIOL, V44, P1 WRIGHTSMAN LS, 1974, CONTEMP PSYCHOL, V19, P803 TC 8 BP 277 EP 329 PG 53 JI Adv. 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PY 1992 VL 25 GA MH006 PI SAN DIEGO RP UNIV MARYLAND,DEPT PSYCHOL,CATONSVILLE,MD 21228 J9 ADVAN EXP SOC PSYCHOL PA 525 B ST, STE 1900, SAN DIEGO, CA 92101-4495 UT ISI:A1992MH00600006 ER PT Journal AU SCHWARTZ, MF WOOD, DCM TI DISCOVERING SHARED INTERESTS USING GRAPH ANALYSIS SO COMMUNICATIONS OF THE ACM LA English DT Article NR 22 SN 0001-0782 PU ASSOC COMPUTING MACHINERY C1 UNIV COLORADO,DEPT COMP SCI,BOULDER,CO 80309 DE COLLABORATION; DIRECTORY SERVICE; DYNAMIC ORGANIZATION; GRAPH THEORY; INTERPERSONAL COMMUNICATIONS; RESOURCE DIRECTORY; TRAFFIC ANALYSIS CR 1988, CCITTISO X5000ISO DI ALLMAN E, 1985, UNIX PROGRAMMERS MAN CALLIMAHOS LD, 1989, TRAFFIC ANAL ZENDIAN DROMS RE, 1990, P JOINT C IEEE COMPU HARRENSTEIN K, 1985, NICNAME SHOIS HOFFMAN P, 1987, ATLANTIC MONTHLY, V260, P60 KAHLE B, 1991, CONNEXIONS INTEROPER, V5, P2 LOTTOR M, 1992, INTERNET GROWTH 1981 MILGRAM S, 1977, INDIVIDUAL SOCIAL WO, P281 MOCKAPETRIS P, 1987, DOMAIN NAMES CONCEPT PETERSON LL, 1988, ACM T COMPUT SYST, V6, P341 POSTEL J, 1981, INTERNET PROTOCOL DA QUARTEMAN J, 1990, MATRIX COMPUTER NETW SALTON G, 1986, COMMUN ACM, V29, P648 SCHROEDER MD, 1984, ACM T COMPUT SYST, V2, P3 SCHWARTZ MF, 1991, 11TH P IEE INT C DIS, P82 SCHWARTZ MF, IN PRESS IEEE COMPUT SCHWARTZ MF, 1991, J INTERNETWORKING RE, V2, P23 SEDGEWICK R, 1988, ALGORITHMS SPAFFORD EH, 1989, COMMUN ACM, V32, P678 TERRY DB, 1985, UCBCSD85228 U CAL DO TRAVERS J, 1969, SOCIOMETRY, V32, P425 TC 5 BP 78 EP 89 PG 12 JI Commun. ACM PY 1993 PD AUG VL 36 IS 8 GA LN743 PI NEW YORK RP SCHWARTZ MF UNIV COLORADO,DEPT COMP SCI,BOULDER,CO 80309 J9 COMMUN ACM PA 1515 BROADWAY, NEW YORK, NY 10036 UT ISI:A1993LN74300016 ER PT Journal AU GALASKIEWICZ, J WASSERMAN, S TI SOCIAL NETWORK ANALYSIS - CONCEPTS, METHODOLOGY, AND DIRECTIONS FOR THE 1990S SO SOCIOLOGICAL METHODS & RESEARCH LA English DT Review NR 89 SN 0049-1241 PU SAGE PUBLICATIONS INC C1 UNIV MINNESOTA,DEPT SOCIOL,MINNEAPOLIS,MN 55455 UNIV ILLINOIS,DEPT PSYCHOL,CHAMPAIGN,IL 61820 UNIV ILLINOIS,DEPT STAT,CHAMPAIGN,IL 61820 ID MULTIPLE NETWORKS; POWER; POSITIONS; EXCHANGE; CLIQUE; DEPENDENCE; DYNAMICS AB Network analysis has been used extensively in sociology over the last twenty years. This special issue of Sociological Methods & Research reviews the substantive contributions that network analysis has made to five areas: political sociology, interorganizational relations, social support, social influence, and epidemiology. To introduce the novice to current developments in the field, this introductory article presents an overview of the key concepts and methods which are popular among sociologists and which have been used to advance knowledge in these substantive areas. Remaining articles are also discussed briefly, with speculations offered on some of the more promising avenues of inquiry recently under exploration. CR ALBA RD, 1973, J MATH SOCIOL, V3, P113 ALBA RD, 1974, SOCIOLOGICAL METHODS, V3, P489 ALDRICH HE, 1976, ADMIN SOC, V7, P419 BARNES JA, 1954, HUM RELAT, V7, P39 BAVELAS A, 1948, APPLIED ANTHR, V7, P16 BERNARD HR, 1977, HUMAN COMMUNICATION, V4, P3 BLAU PM, 1955, DYNAMICS BUREAUCRACY BLAU PM, 1964, EXCHANGE POWER SOCIA BONACICH P, 1972, J MATH SOCIOL, V2, P113 BOORMAN SA, 1976, AM J SOCIOL, V81, P1384 BURT RS, 1987, AM J SOCIOL, V92, P1287 BURT RS, 1985, CONNECTIONS, V8, P119 BURT RS, 1983, COROPORATE PROFITS C BURT RS, 1977, SOC FORCES, V56, P106 BURT RS, 1977, SOC FORCES, V56, P551 BURT RS, 1976, SOC FORCES, V55, P93 BURT RS, 1984, SOC NETWORKS, V6, P293 BURT RS, 1982, STRUCTURAL THEORY AC CARTWRIGHT D, 1956, PSYCHOL REV, V63, P277 CARTWRIGHT D, 1959, STUDIES SOCIAL POWER COLEMAN J, 1957, SOCIOMETRY, V20, P253 COLEMAN JS, 1961, ADOLESCENT SOC COLEMAN JS, 1986, AM J SOCIOL, V91, P1309 COLEMAN JS, 1988, AM J SOCIOLOGY S, V94, PS95 COLEMAN JS, 1973, MATH COLLECTIVE ACTI COLEMAN JS, 1966, MED INNOVATION DIFFU COOK KS, 1977, SOCIOLOGICAL Q, V18, P62 DAVIS J, 1967, HUM RELAT, V20, P181 DAVIS JA, 1963, AM J SOCIOL, V68, P444 DAVIS JA, 1979, PERSPECTIVES SOCIAL, P51 DAVIS JA, 1968, SOCIOMETRY, V31, P102 EMERSON RM, 1962, AM SOCIOL REV, V27, P31 FESTINGER L, 1954, HUM RELAT, V7, P117 FIENBERG SE, 1981, SOCIOL METHODOL, P156 FISCHER CS, 1982, DWELL FRIENDS FRANK O, 1979, J STATIST COMPUT SIM, V9, P31 FRANK O, 1978, SOC NETWORKS, V1, P91 FRANK O, 1981, SOCIOL METHODOL, P110 FRANK O, 1971, STATISTICAL INFERENC FREEMAN LC, 1977, SOCIOMETRY, V40, P35 GALASKIEWICZ J, 1981, ADM SCI Q, V26, P434 GALASKIEWICZ J, 1979, EXCHANGE NETWORKS CO GALASKIEWICZ J, 1985, SOCIAL ORG URBAN GRA GRANOVETTER M, 1985, AM J SOCIOL, V91, P481 GRANOVETTER M, 1977, AM J SOCIOL, V81, P1287 GRANOVETTER MS, 1974, GETTING JOB STUDY CO HARARY F, 1965, STRUCTURAL MODELS IN HEIDER F, 1944, PSYCHOL REV, V51, P358 HOLLAND PW, 1981, J AM STAT ASSOC, V76, P33 HOLLAND PW, 1977, J MATH SOCIOL, V5, P5 HOLLAND PW, 1975, SOCIOL METHODOL, P1 HUBERT L, 1976, BRIT J MATH STAT PSY, V29, P190 HUNTER F, 1953, COMMUNITY POWER STRU KILLWORTH PD, 1976, HUM ORGAN, V35, P269 KILLWORTH PD, 1979, SOC NETWORKS, V2, P10 KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 LAUMANN EO, 1977, AM J SOCIOL, V83, P594 LAUMANN EO, 1976, NETWORKS COLLECTIVE LAUMANN EO, 1966, PRESTIGE ASS URBAN C LAUMANN EO, 1969, SOCIOMETRY, V32, P54 LAWLER EL, 1973, NETWORKS, V3, P275 LEVINE JH, 1972, AM SOCIOL REV, V37, P14 LORRAIN F, 1971, J MATH SOCIOL, V1, P49 MARIOLIS P, 1983, SOCIOLOGICAL SPECTRU, V3, P237 MARSDEN PV, 1983, AM J SOCIOL, V88, P686 MARSDEN PV, 1987, AM SOCIOL REV, V52, P122 MARSDEN PV, 1990, ANNU REV SOCIOL, V16, P435 MARSDEN PV, 1988, SOC NETWORKS, V10, P57 MARWELL G, 1988, AM J SOCIOL, V94, P502 MCPHERSON JM, 1992, AM SOCIOL REV, V57, P153 MERTON RK, 1957, SOCIAL THEORY SOCIAL MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL JC, 1969, SOCIAL NETWORKS URBA MOKKEN RJ, 1979, QUAL QUANT, V13, P161 MOLM LD, 1991, AM SOCIOL REV, V56, P475 MORENO JL, 1934, WHO SHALL SURVIVE NE NADEL SF, 1957, THEORY SOCIAL STRUCT NEWCOMB TM, 1961, ACQUAINTANCE PROCESS PFEFFER J, 1977, SOC FORCES, V55, P775 POWELL WW, 1990, RES ORGAN BEHAV, V12, P295 RAUB W, 1990, AM J SOCIOL, V96, P626 SEIDMAN SB, 1978, J MATH SOCIOL, V6, P139 VANDEVEN AH, 1984, ADMIN SCI QUART, V29, P598 WASSERMAN S, 1993, SOCIAL NETWORK ANAL WELLMAN B, 1979, AM J SOCIOL, V84, P1201 WELLMAN B, 1988, SOCIAL STRUCTURES NE, P1 WELLMAN B, 1988, SOCIAL STRUCTURES NE, P19 WHITE HC, 1976, AM J SOCIOL, V81, P730 YAMAGISHI T, 1988, AM J SOCIOL, V93, P833 TC 9 BP 3 EP 22 PG 20 JI Sociol. Methods. Res. PY 1993 PD AUG VL 22 IS 1 GA LN226 PI THOUSAND OAKS RP GALASKIEWICZ J UNIV MINNESOTA,DEPT SOCIOL,MINNEAPOLIS,MN 55455 J9 SOCIOL METHOD RES PA 2455 TELLER RD, THOUSAND OAKS, CA 91320 UT ISI:A1993LN22600001 ER PT Journal AU STEVENSON, WB GILLY, MC TI PROBLEM-SOLVING NETWORKS IN ORGANIZATIONS - INTENTIONAL DESIGN AND EMERGENT STRUCTURE SO SOCIAL SCIENCE RESEARCH LA English DT Article NR 60 SN 0049-089X PU ACADEMIC PRESS INC JNL-COMP SUBSCRIPTIONS C1 BOSTON COLL,SCH MANAGEMENT,DEPT ORG STUDIES,CHESTNUT HILL,MA 02167 UNIV CALIF IRVINE,GRAD SCH MANAGEMENT,IRVINE,CA 92717 ID RICHNESS; TIES CR ABBOTT A, 1990, ORG SCI, V1, P375 ADAMS JS, 1976, HDB IND ORG PSYCHOL, P1175 ALDRICH H, 1977, ACAD MANAGE REV, V2, P217 BARNARD CI, 1938, FUNCTIONS EXECUTIVE BARNLUND DC, 1963, SOCIOMETRY, V26, P467 BRASS DJ, 1984, ADMIN SCI QUART, V29, P518 BUCKNER HT, 1965, PUBLIC OPIN QUART, V29, P54 BURT RS, 1987, AM J SOCIOL, V92, P1287 CAPLOW T, 1946, SOC FORCES, V25, P298 COHEN MD, 1972, ADM SCI Q, V17, P1 COHEN MD, 1986, AMBIGUITY COMMAND OR, P53 DAFT RL, 1984, ACAD MANAGE REV, V9, P284 DAFT RL, 1986, MANAGE SCI, V32, P554 DAFT RL, 1984, RES ORGAN BEHAV, V6, P191 DAVIS K, 1953, HARVARD BUS REV, V31, P43 DOW GK, 1988, ACAD MANAGE REV, V13, P53 FELD SL, 1981, AM J SOCIOL, V86, P1015 FINE GA, 1983, SYMB INTERACT, V1, P97 FREIDKIN N, 1980, SOC NETWORKS, V2, P411 GALBRAITH JR, 1977, ORG DESIGN GIDDENS A, 1984, CONSTITUTION SOC GRANOVETTER M, 1983, SOCIOLOGICAL THEORY, P201 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GUEST RH, 1955, PERSONNEL, V32, P478 GUETZKOW H, 1965, HDB ORG, P534 HEYDEBRAND W, 1973, HOSPITAL BUREAUCRACY HOMANS GC, 1950, HUMAN GROUP KEMENY JG, 1976, FINITE MARKOV CHAINS KNOKE D, 1990, POLITICAL NETWORKS S LARKIN GV, 1978, SOCIOL REV, V26, P843 LIKERT R, 1961, NEW PATTERNS MANAGEM LINCOLN JR, 1982, RES SOCIOLOGY ORG, V1, P1 MARCH JG, 1976, AMBIGUITY CHOICE ORG MARCH JG, 1986, AMBIGUITY COMMAND OR MARCH JG, 1958, ORGANIZATIONS MARSDEN PV, 1984, SOC FORCES, V63, P482 MENZEL H, 1955, PUBLIC OPIN QUART, V19, P337 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MINTZBERG H, 1973, NATURE MANAGERIAL WO MINTZBERG H, 1979, STRUCTURING ORG MONGE PR, 1987, HDB ORG COMMUNICATIO, P304 NADLER D, 1988, STRATEGIC ORG DESIGN PARSONS T, 1951, SOCIAL SYSTEM PFEFFER J, 1978, EXTERNAL CONTROL ORG RANSON S, 1980, ADM SCI Q, V25, P1 RICE RE, 1991, ADMIN SCI QUART, V36, P219 ROGERS EM, 1976, COMMUNICATION ORG SEWELL WH, 1992, AM J SOCIOL, V98, P1 SIMON HA, 1957, ADM BEHAVIOR SMITH H, 1958, PATIENTS PHYSICIANS, P468 STARR P, 1982, SOCIAL TRANSFORMATIO STEVENSON WB, 1991, ACAD MANAGE J, V34, P918 SUTTON H, 1968, PERS PSYCHOL, V21, P223 THOMPSON JD, 1967, ORG ACTION THURMAN B, 1979, SOC NETWORKS, V2, P47 TRAVERS J, 1969, SOCIOMETRY, V32, P425 TUSHMAN ML, 1979, ACAD MANAGE J, V22, P482 WEBER M, 1946, M WEBER ESSAYS SOCIO, P196 WEICK KE, 1976, ADM SCI Q, V21, P1 WESSEN AF, 1958, PATIENTS PHYSICIANS, P448 TC 6 BP 92 EP 113 PG 22 JI Soc. Sci. Res. PY 1993 PD MAR VL 22 IS 1 GA KM957 PI SAN DIEGO RP STEVENSON WB BOSTON COLL,SCH MANAGEMENT,DEPT ORG STUDIES,CHESTNUT HILL,MA 02167 J9 SOC SCI RES PA 525 B ST, STE 1900, SAN DIEGO, CA 92101-4495 UT ISI:A1993KM95700005 ER PT Journal AU GILLY, MC STEVENSON, WB YALE, LJ TI DYNAMICS OF COMPLAINT MANAGEMENT IN THE SERVICE ORGANIZATION SO JOURNAL OF CONSUMER AFFAIRS LA English DT Article NR 53 SN 0022-0078 PU UNIV WISCONSIN PRESS C1 UNIV CALIF IRVINE,GRAD SCH MANAGEMENT,IRVINE,CA 92717 BOSTON COLL,DEPT ORG STUDIES,CHESTNUT HILL,MA 02167 FT LEWIS COLL,SCH BUSINESS ADM,DURANGO,CO 81301 ID COMMUNICATION; BEHAVIOR; RICHNESS; DESIGN; WORK AB While the consumer affairs and services marketing literatures recognize the importance of input from customers, little is known about how customer feedback systems might operate, particularly in dealing with customer complaints. This paper offers an information processing model of the complaint information flow within the organization and poses hypotheses based on the suggested model. A new field study technique using a type of network analysis is used to empirically test hypotheses and discover barriers and facilitators to the flow of communications. The study provides insight concerning how complaint information flows through the organization after it has been received by a customer contact employee. The results provide support for the thesis that the role of complaint handler and manager in providing the service is at least as important as the role of the customer contact employee. CR ADAMS J, 1976, HDB IND ORG PSYCHOL ALBAUM G, 1964, ACAD MANAGE J, V7, P21 ALDRICH H, 1977, ACAD MANAGE REV, V2, P217 ALDRICH JH, 1984, 07045 SAG U PAP SER ANDREASEN AR, 1988, FRONTIER RES CONSUME, P675 BARNLUND DC, 1963, SOCIOMETRY, V26, P467 BATESON JEG, 1979, CONCEPTUAL THEORETIC, P131 BERNARD HR, 1978, CONNECTIONS, V2, P15 BOWEN DE, 1988, RES ORGAN BEHAV, V10, P43 BRASS DJ, 1984, ADMIN SCI QUART, V29, P518 BRYANT WK, 1988, FRONTIER RES CONSUME, P723 CAREY RP, 1982, HCM REV SPR, P43 CULNAN MJ, 1988, 8815 GEORG U SCH BUS DAFT RL, 1984, ACAD MANAGE REV, V9, P284 DAFT RL, 1986, MANAGE SCI, V32, P554 DAFT RL, 1984, RES ORGAN BEHAV, V6, P191 DALTON M, 1959, MEN WHO MANAGE DAVIS K, 1953, PERS PSYCHOL, V6, P301 DRUMWRIGHT ME, 1985, SERVICES MARKETING C, P125 FORNELL C, 1984, J MARKETING, V48, P68 FORNELL C, 1979, NEW DIMENSIONS CONSU, P95 GALBRAITH JR, 1977, ORG DESIGN GALBRIATH JR, 1973, INTERFACES, V4, P28 GILLY MC, 1987, J CONSUM AFF, V21, P293 HEDBERG BLT, 1981, HDB ORG DESIGN, V1, P3 HOMANS GC, 1950, HUMAN GROUP HUTT MD, 1988, J MARKETING, V52, P4 KANTER RM, 1988, RES ORGAN BEHAV, V10, P169 KATZ D, 1966, SOCIAL PSYCHOL ORG LANDON EL, 1979, NEW DIMENSIONS CONSU, P91 LEVY J, 1982, COMBINATION ANTIBIOT, P43 LEWIS RC, 1983, INT FARE CONSUMER SA, P88 LIKERT R, 1961, NEW PATTERNS MANAGEM LINCOLN JR, 1979, ADM SCI Q, V24, P181 LUNDBERG CC, 1975, PACIFIC SOCIOLOGICAL, V18, P206 MARCH JG, 1958, ORGANIZATIONS MARSDEN PV, 1984, SOC FORCES, V63, P482 MINTZBERG H, 1973, NATURE MANAGERIAL WO NADLER D, 1988, STRATEGIC ORG DESIGN NICKELS WG, 1973, MSU BUSINESS TOP SUM, P53 REINGEN PH, 1984, J CONSUM RES, V11, P771 SAYLES L, 1989, LEADERSHIP MANAGING SIMON HA, 1947, ADM BEHAVIOR SMART DT, 1989, J CONSUM AFF, V23, P364 SOLOMON MR, 1985, J MARKETING, V49, P99 THOMPSON JD, 1967, ORG ACTION TRAVERS J, 1969, SOCIOMETRY, V32, P425 TUSHMAN ML, 1979, ACAD MANAGE J, V22, P482 UHLMANN RF, 1984, MED CARE, V22, P681 WALTON RE, 1969, ADM SCI Q, V14, P73 WEISMAN CS, 1985, MED CARE, V23, P1179 ZEITHAML VA, 1988, J MARKETING, V52, P35 ZEITHAML VA, 1981, MARKETING SERVICES, P186 TC 2 BP 295 EP 322 PG 28 JI J. Consum. Aff. PY 1991 PD WIN VL 25 IS 2 GA JC298 PI MADISON RP GILLY MC UNIV CALIF IRVINE,GRAD SCH MANAGEMENT,IRVINE,CA 92717 J9 J CONSUM AFF PA JOURNAL DIVISION, 114 N MURRAY ST, MADISON, WI 53715 UT ISI:A1991JC29800007 ER PT Journal AU MCPHERSON, JM POPIELARZ, PA DROBNIC, S TI SOCIAL NETWORKS AND ORGANIZATIONAL DYNAMICS SO AMERICAN SOCIOLOGICAL REVIEW LA English DT Article NR 51 SN 0003-1224 PU AMER SOCIOLOGICAL ASSOC C1 UNIV ARIZONA,DEPT SOCIOL,TUCSON,AZ 85721 CORNELL UNIV,ITHACA,NY 14853 ID AFFILIATION; DISTANCE AB In this paper we develop and test a theory of the dynamic behavior of voluntary groups. The theory combines an image of social network structure with the concept of natural selection to model changes in group composition over time. We consider the group to be a population of members subject to natural selection in sociodemographic space. According to the theory, the probability that members will enter or leave the group depends upon the number and strength of social network ties that connect group members to each other and to nonmembers. We analyze an event history dataset constructed from interviews using Life History Calendar method and information on ego- centered social networks developed from the General Social Survey Network Module. We test the hypothesis that network connections inside a group are associated with reduced membership turnover, while connections outside the group increase turnover. We find that weak ties and network connections that span greater distances in sociodemographic space are positively correlated with leaving current groups and joining new ones. We conclude that weak ties are a major source of change in group composition. 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PY 1980 VL 12 IS 1 GA JK603 PI COLUMBUS RP SMITH TR UNIV CALIF SANTA BARBARA,SANTA BARBARA,CA 93106 J9 GEOGR ANAL PA 1050 CARMACK RD, COLUMBUS, OH 43210 UT ISI:A1980JK60300001 ER PT Journal AU NIEMOLLER, K SCHIJF, B TI APPLIED NETWORK ANALYSIS SO QUALITY & QUANTITY LA English DT Article NR 74 SN 0033-5177 PU KLUWER ACADEMIC PUBL C1 UNIV AMSTERDAM,INST POLIT SCI,AMSTERDAM 1004,NETHERLANDS UNIV AMSTERDAM,INST SOCIOL,AMSTERDAM 1004,NETHERLANDS CR ALBA RD, 1973, J MATH SOCIOL, V3, P113 ALBA RD, 1978, SOCIOLOGICAL METHODS, V7, P167 ALBA RD, 1976, SOCIOLOGICAL METHODS, V5, P77 ALT J, 1978, J MATH SOCIOL, V6, P155 ANTHONISSE JM, 1971, RUSH DIRECTED GRAPH ARABIE P, 1978, J MATH PSYCHOL, V17, P21 AXELROD R, 1976, STRUCTURE DECISION C BARNES JA, 1969, SOCIOLOGY, V3, P215 BAVELAS A, 1968, GROUP DYNAMICS RES T BEAUCHAMP MA, 1965, BEHAV SCI, V10, P161 BERGE C, 1962, THEORY GRAPHS ITS AP BLOEMENA AR, 1964, SAMPLING GRAPH BOCK HH, 1974, AUTOMATISCHE KLASSIF BOISSEVAIN J, 1973, FRIENDS FRIENDS NETW BOISSEVAIN J, 1973, NETWORK ANAL STUDIES BONACICH P, 1978, SOC METHODOLOGY BONACICH P, 1972, SOC METHODOLOGY BOORMAN SA, 1976, AM J SOCIOL, V81, P1384 BREIGER RL, 1975, J MATH PSYCHOL, V12, P328 BREIGER RL, 1979, QUAL QUANT, V13, P21 BREIGER RL, 1974, SOC FORCES, V53, P181 BRON C, 1973, COMMUN ACM, V16, P575 BURT RS, 1978, METHODS RES, V7, P189 BURT RS, 1976, SOC FORCES, V55, P93 BURT RS, 1978, SOC METHODS RES, V7, P123 CARTWRIGHT D, 1970, BEHAV SCI, V15, P497 DAVIS J, 1967, HUM RELAT, V20, P181 DOREIAN P, 1970, MATH STUDY SOCIAL RE DOREIAN P, 1969, SOCIOMETRY, V32, P237 FENNEMA M, 1979, SOC NETWORKS, V1, P297 FESTINGER L, 1949, HUM RELAT, V2, P153 FORSYTH E, 1946, SOCIOMETRY, V9, P340 FRANK O, 1978, SOC NETWORKS, V1, P91 FRANK O, 1971, STATISTICAL INFERENC FREEMAN LC, 1976, BIBLIOGRAPHY SOCIAL FREEMAN LC, 1979, SOC NETWORKS, V1, P215 FREEMAN LC, 1977, SOCIOMETRY, V40, P35 GRANOVETTER M, 1976, AM J SOCIOL, V81, P1287 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HARARY F, 1972, GRAPH THEORY HARARY F, 1965, STRUCTURAL MODELS IN HEIDER F, 1946, J PSYCHOL, V21, P107 HOIVIK T, 1970, QUAL QUANT, V4, P193 HOLLAND PW, 1970, AM J SOCIOL, V76, P492 HOLLAND PW, 1976, SOC METHODOLOGY HOLLAND PW, 1978, SOCIOLOGICAL METHODS, V7, P227 HUBBELL CH, 1965, SOCIOMETRY, V28, P377 KAPPELHOFF P, 1978, FORMAT, V2, P29 KATAI O, 1978, J MATH PSYCHOL, V18, P140 KILLWORTH P, 1976, HUMAN ORG, V35, P267 KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LAUMANN EO, 1976, NETWORKS COLLECTIVE LIU WT, 1972, PUBLIC OPIN QUART, V36, P361 LUCE R, 1949, PSYCHOMETRIKA, V14, P94 LUCE RD, 1950, PSYCHOMETRIKA, V15, P169 MCCALLISTER L, 1978, SOCIOLOGICAL METHODS, V7, P131 MEEUSEN W, 1978, APR ECPR C GREN MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL JC, 1969, SOCIAL NETWORKS URBA MOKKEN RJ, 1979, QUAL QUANT, V13, P161 MORENO JL, 1951, SOCIOMETRY EXPT METH MORENO JL, 1934, WHO SHALL SURVIVE NIEMINEN J, 1974, SCAND J PSYCHOL, V15, P322 PEAY E, 1974, SOCIOMETRY, V34, P54 SABIDUSSI G, 1966, PSYCHOMETRIKA, V31, P581 SAILER LD, 1978, SOC NETWORKS, V1, P73 SCHWARTZ JE, 1977, SOC METHODOLOGY SEIDMAN SB, 1978, J MATH SOCIOL, V6, P139 STOKMAN FN, 1977, METHODEN DATA NIEUWS, V2, P52 STOKMAN FN, 1977, ROLL CALLS SPONSORSH TAPIRO C, 1975, J MATH SOC, V4, P121 TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHITE HC, 1976, AM J SOCIOL, V81, P730 TC 1 BP 101 EP 116 PG 16 JI Qual. 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PY 1980 VL 14 IS 1 GA HZ850 PI DORDRECHT RP NIEMOLLER K UNIV AMSTERDAM,INST POLIT SCI,AMSTERDAM 1004,NETHERLANDS J9 QUAL QUANT PA SPUIBOULEVARD 50, PO BOX 17, 3300 AA DORDRECHT, NETHERLANDS UT ISI:A1980HZ85000004 ER PT Journal AU BERNARD, HR KILLWORTH, PD TI REVIEW OF SMALL WORLD LITERATURE SO SOCIOLOGICAL SYMPOSIUM LA English DT Review NR 23 SN 0038-027X PU VA POLYTECH INST STATE UNIV C1 UNIV FLORIDA,GAINESVILLE,FL 32611 UNIV CAMBRIDGE,CAMBRIDGE,ENGLAND CR ANDREWS HF, 1977, ENV PLAN A, V9, P1253 BERNARD HR, 1977, HUMAN COMMUNICATION, V4, P3 BOCHNER S, 1976, J APPL SOC PSYCHOL, V6, P275 BOCHNER S, 1976, J SOC PSYCHOL, V100, P277 ERIKSON B, 1975, CANADIAN REV SOC ANT, V12, P585 FEINBERG SE, 1975, PSYCHOMETRIKA, V40, P219 GUIOT JM, 1975, SMALL WORLD METHOD M GUIOT M, 1975, EUROPEAN J SOCIAL PS, V6, P503 GUREVICH M, 1961, THESIS MIT HUNTER JE, 1974, SOC FORCES, V52, P321 KILLWORTH PD, 1976, HUM ORGAN, V35, P269 KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KILLWORTH PD, SOCIAL FORCES KILLWORTH PD, SOCIAL NETWORKDS KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LIN N, SOC METHODS RES LUNDBERG CC, 1975, PACIFIC SOCIOLOGICAL, V18, P206 MILGRAM S, 1969, INTDSCPL RELATIONSHI MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 SOLAPOOL ID, 1978, SOCIAL NETWORKS, V1, P1 STONEHAM AKM, 1977, ENV PLAN A, V9, P185 TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHITE H, 1970, SOC FORCES, V49, P259 TC 0 BP 87 EP 100 PG 14 PY 1979 IS 28 GA HY567 PI BLACKSBURG RP BERNARD HR UNIV FLORIDA,GAINESVILLE,FL 32611 J9 SOCIOL SYMP PA SOCIOLOGICAL SYMPOSIUM DEPT SOCIOLOGY, BLACKSBURG, VA 24061 UT ISI:A1979HY56700006 ER PT Journal AU KILLWORTH, PD BERNARD, HR TI PSEUDOMODEL OF THE SMALL WORLD PROBLEM SO SOCIAL FORCES LA English DT Article NR 20 SN 0037-7732 PU UNIV NORTH CAROLINA PRESS C1 UNIV CAMBRIDGE,CAMBRIDGE,ENGLAND W VIRGINIA UNIV,MORGANTOWN,WV 26506 CR BERNARD HR, 1979, BK11678 TECHN REP BERNARD HR, 1978, CONNECTIONS, V2, P1 BERNARD HR, 1977, HUMAN COMMUNICATION, V4, P3 DUNCAN OD, 1961, OCCUPATIONS SOCIAL S FEINBERG SE, 1975, PSYCHOMETRIKA, V40, P219 GUREVICH N, 1961, THESIS MIT HUNTER E, 1974, SOCIAL FORCES, V52, P321 KEMENY JG, 1960, FINITE MARKOV CHAINS KILLWORTH PD, 1976, HUM ORGAN, V35, P269 KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KILLWORTH PD, SOCIAL NETWORKS KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LIN N, 1977, COMMUNICATION YB, V1 LIN N, SOC METHODS RES LUNDBERG CC, 1975, PACIFIC SOCIOLOGICAL, V18, P206 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 POOL ID, 1978, SOC NETWORKS, V1, P1 SHOTLAND RL, 1976, U COMMUNICATION NETW TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHITE C, 1970, SOCIAL FORCES, V49, P259 TC 1 BP 477 EP 505 PG 29 JI Soc. 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PY 1975 VL 10 IS 1 GA W2491 PI CARLTON RP UNIV NEW S WALES,SYDNEY,AUSTRALIA J9 AUST PSYCHOL PA 1 GRATTAN STREET, CARLTON VICTORIA 3053, AUSTRALIA UT ISI:A1975W249100048 ER PT Journal AU KILLWORTH PD BERNARD, HR TI CATIJ - NEW SOCIOMETRIC AND ITS APPLICATION TO A PRISON LIVING UNIT SO HUMAN ORGANIZATION LA English DT Article NR 32 SN 0018-7259 PU SOC APPLIED ANTHROPOLOGY C1 UNIV CAMBRIDGE,DEPT APPL MATH & THEORET PHYS,CAMBRIDGE,ENGLAND W VIRGINIA UNIV,DEPT SOCIOL & ANTHROPOL,MORGANTOWN,WV 26505 CR ABELSON RP, 1958, BEHAV SCI, V3, P1 ACTON FS, 1970, NUMERICAL METHODS WO BARNES JA, 1954, HUM RELAT, V7, P39 BERK BB, 1966, AM J SOCIOL, V71, P522 BERNARD HR, IN PRESS BERNARD HR, 1973, SOC SCI RES, V2, P145 BOTT E, 1971, FAMILY SOCIAL NETWOR BOYLE RP, 1969, SOCIOMETRY, V32, P99 CRESSEY DR, 1961, PRISON STUDIES I ORG GOODENOUGH WH, 1956, LANGUAGE, V32, P195 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GROSSER GH, 1970, SOCIAL SYSTEM PERSPE HARARY G, 1965, STRUCTURAL MODELS IN HEIDER F, 1946, J PSYCHOL, V21, P107 HEIDER F, 1957, PSYCHOLOGY INTERPERS HOLLAND PW, 1973, J MATH SOCIOL, V3, P85 JENNINGS HH, 1945, SOCIOMETRIC MEASUREM JENNINGS HH, 1942, SOCIOMETRY, V6, P293 KATZ L, 1946, SOCIOMETRY, V9, P340 KILLWORTH PD, 1974, SOCIAL SCI RES, V3, P1 LEAVITT HJ, 1963, SOCIOMETRY, V26, P260 MILGRAM S, 1969, INTERDISCIPLINARY RE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MILLER GA, 1956, PSYCHOL REV, V63, P81 MITCHELL JC, 1971, SOCIAL NETWORKS URBA MORENO JL, 1934, WHO SHALL SURVIVE SHAW ME, 1964, ADV EXPT SOCIAL PSYC, V1, P111 STEFFLRE VJ, 1972, MULTIDIMENSIONAL SCA STREET D, 1966, ORGANIZATION TREATME SYKES G, 1958, SOC CAPTIVES WALLACE AFC, 1965, CONTEXT MEANING CULT WALLACE AFC, 1961, P NATIONAL ACADEMY S, V47, P458 TC 29 BP 335 EP 350 PG 16 JI Hum. 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PY 1974 VL 33 IS 4 GA V0462 PI OKLAHOMA CITY RP UNIV CAMBRIDGE,DEPT APPL MATH & THEORET PHYS,CAMBRIDGE,ENGLAND J9 HUM ORGAN PA 3000 UNITED FOUNDERS BLVD, STE 148, OKLAHOMA CITY, OK 73112 UT ISI:A1974V046200002 ER PT Journal AU VIANNA, NJ TI IS HODGKINS-DISEASE INFECTIOUS SO CANCER RESEARCH LA English DT Article NR 65 SN 0008-5472 PU AMER ASSOC CANCER RESEARCH C1 NEW YORK STATE DEPT HLTH,BUR CANC CONTROL,ALBANY,NY 12208 CR 1970, LANCET, V2, P596 ALDERSON MR, 1971, BRIT J PREV SOC MED, V25, P168 ALSALEEM T, 1970, CANCER, V26, P1383 ANDERSON RE, 1970, AM J PATHOL, V61, P85 AZZAM SA, 1966, CANCER RES, V26, P1202 BERARD CW, 1971, CANCER RES, V31, P1776 BJELKE E, 1969, ACTA MED SCAND, V185, P73 BLAISDELL RK, 1971, 2 M AS PAC DIV INT S BONADONNA G, 1968, TUMORI, V54, P311 BURN C, 1971, J NATL CANCER I, V46, P37 BURNETT M, 1962, NATURAL HISTORY INFE CATALONA WJ, 1973, CANCER, V31, P65 CHARACHE H, 1941, AM J ROENTGENOL, V46, P69 CLEMMESEN J, 1952, ACTA RADIOL STOCKH, V37, P223 CLEMMESEN J, 1964, BASIC TABLES COLE P, 1968, LANCET, V2, P1371 CONEB BM, 1964, CANCER, V17, P856 CORREA P, 1971, INT J CANCER, V8, P192 CORREA P, 1955, SCHWEIZ Z ALLG PATH, V18, P491 COTCHIN E, 1969, S COMPARATIVE MORPHO DEVORE JW, 1957, ANN INTERN MED, V47, P300 DOLL R, 1967, PREVENTION CANCER DORKEN H, 1972, RECENT RESULTS CANCE, V39 EDERER F, 1965, J NATL CANCER I, V35, P625 EVANS HE, 1964, B J J HOPKINS HOSPIT, V114, P237 FASAL E, 1968, AM J EPIDEMIOL, V87, P267 FRAUMENI JF, 1969, J NATL CANCER I, V42, P681 GEORGE WK, 1965, J AM COLL HLTH ASS, V13, P399 GILMORE HR, 1962, PENNSYLVANIA MED, V65, P1047 GITLIN D, 1969, SCIENCE, V164, P1532 HAENSZEL W, 1968, J NATL CANCER I, V40, P43 HANES B, 1970, J NATL CANCER I, V45, P1155 HANSEN TA, 1964, CANCER, V17, P1595 HEATH CW, 1972, ANN INT MED, V77, P313 JACKSON H, 1936, AM J MED SCI, V191, P1 JELLIFFE AM, 1955, BRIT J CANCER, V9, P21 JOHNSON SK, 1972, NEW ENGL J MED, V287, P1122 KLINGER RJ, 1973, LANCET, V1, P168 MACKLIN MT, 1940, J HERED, V31, P277 MACMAHON B, 1957, CANCER, V10, P1045 MACMAHON B, 1966, CANCER RES, V26, P1189 MAYTES D, 1969, BLOOD, V34, P91 MAZAR SA, 1951, ARCH INTERN MED, V88, P819 MILLER RW, 1966, JAMA-J AM MED ASSOC, V198, P1216 MODAN B, 1969, J NATL CANCER I, V42, P375 NYE FJ, 1972, BR J PREV SOC MED, V26, P257 OGRA PL, 1971, NEW ENGL J MED, V284, P59 PEYRON A, 1937, B ASSOC FRANC ETUDE, V26, P93 PIKE MC, 1973, LANCET, V1, P434 RAZIS DV, 1959, ANN INTERN MED, V51, P933 RHODES AJ, 1962, TEXTBOOK VIROLOGY RUUSKANEN O, 1971, LANCET, V1, P1127 SHIER WW, 1954, BLOOD, V9, P236 SHIMKIN MB, 1955, BLOOD, V10, P1214 SMITHERS DW, 1970, LANCET, V2, P1285 SOLIDORO A, 1966, CANCER RES, V26, P1204 STRUM SB, 1970, PEDIATRICS, V46, P748 TAYLOR I, 1957, PRINCIPLES EPIDEMIOL TRAVERS J, 1969, SOCIOMETRY, V32, P425 UDDSTROMER M, 1934, ACTA TUBERC SCAND S, V1, P1 VIANNA NJ, 1972, ANN INTERN MED, V77, P169 VIANNA NJ, 1971, LANCET, V1, P431 VIANNA NJ, 1971, LANCET, V1, P1209 WHITEHEAD JEM, 1972, BR MED J, V2, P451 WOLMAN IJ, 1956, QUART REV PEDIAT, V2, P109 TC 17 BP 1149 EP 1155 PG 7 JI Cancer Res. PY 1974 VL 34 IS 5 GA S8039 PI BIRMINGHAM RP NEW YORK STATE DEPT HLTH,BUR CANC CONTROL,ALBANY,NY 12208 J9 CANCER RES PA PO BOX 11806, BIRMINGHAM, AL 35202 UT ISI:A1974S803900041 ER PT Journal AU HUNTER, JE SHOTLAND, RL TI TREATING DATA COLLECTED BY SMALL WORLD METHOD AS A MARKOV PROCESS SO SOCIAL FORCES LA English DT Article NR 12 SN 0037-7732 PU UNIV NORTH CAROLINA PRESS C1 MICHIGAN STATE UNIV,E LANSING,MI 48823 PENN STATE UNIV,UNIVERSITY PK,PA CR ARBIB MM, 1964, BRAINS MACHINES MATH ASHBY WR, 1956, INTRO CYBERNETICS BROWN R, 1960, STYLE LANGUAGE HUNTER JE, 1972, BEHAVIORAL SCIENCE, V17, P330 KEMENY JG, 1960, FINITE MARKOV CHAINS KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 MILGRAM S, 1969, INTERDISCIPLINARY RE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 SHOTLAND RL, 1971, COMMUNICATION CRISIS SHOTLAND RL, 1970, THESIS MICHIGAN STAT TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHITE H, 1970, SOC FORCES, V49, P259 TC 7 BP 321 EP 332 PG 12 JI Soc. Forces PY 1974 VL 52 IS 3 GA S4366 PI CHAPEL HILL RP MICHIGAN STATE UNIV,E LANSING,MI 48823 J9 SOC FORCES PA BOX 2288, CHAPEL HILL, NC 27515-2288 UT ISI:A1974S436600002 ER PT Journal AU CRAVEN, P WELLMAN, B TI NETWORK CITY SO SOCIOLOGICAL INQUIRY LA English DT Article NR 62 SN 0038-0245 PU UNIV TEXAS PRESS C1 UNIV TORONTO,TORONTO,ONTARIO,CANADA CR ADAMS B, 1968, KINSHIP URBAN SETTIN AIKEN M, 1970, STRUCTURE COMMUNITY BARNES JA, 1972, SOCIAL NETWORKS BELL W, 1968, NEW URBANIZATION BOTT E, 1971, FAMILY SOCIAL NETWOR BRETON R, 1964, AM J SOCIOL, V70, P193 COLEMAN J, 1961, ADOLESCENT SOC COLEMAN J, 1957, SOCIOMETRY, V20, P253 CRAVEN P, 1971, 1 U TOR CTR URB COMM CRAVEN P, 1972, ANN CONVENTION ONTAR DORF RC, 1969, MATRIX ALGEBRA FRIED M, 1967, J AM I PLANNERS, V33, P90 GANS H, 1967, LEVITTOWNERS GANS H, 1962, URBAN VILLAGERS GOFFMAN E, 1963, STIGMA GRANOVETTER M, UNPUBLISHED PAPER GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 GREER S, 1962, EMERGING CITY HEIL G, UNPUBLISHED PAPER HOMANS G, 1950, HUMAN GROUP HUNTER F, 1953, COMMUNITY POWER STRU IANNI F, 1972, FAMILY BUSINESS JACOBS J, 1961, DEATH LIFE GREAT AM KADUSHIN C, 1966, AM SOCIOL REV, V31, P786 KELLER S, 1968, URBAN NEIGHBORHOOD LAUMANN E, 1973, BONDS PLURALISM LAUMANN EO, 1973, AM SOCIOL REV, V38, P212 LEE NH, 1969, SEARCH ABORTIONIST LEVINE JH, 1972, AM SOCIOL REV, V37, P14 LITWAK E, 1960, AM SOCIOL REV, V25, P9 LITWAK E, 1960, AM SOCIOL REV, V25, P385 LONG N, 1958, AM J SOCIOL, V44, P251 LOWE G, UNPUBLISHED PAPER MACDONALD J, 1963, MILBANK MEMORIAL FUN, V42, P82 MARX L, 1964, MACHINE GARDEN MEIER R, 1962, COMMUNICATIONS THEOR MERTON R, 1957, SOCIAL THEORY SOCIAL MICHELSON W, 1970, MAN HIS URBAN ENVIRO MICHELSON W, 1973, MAY ANN M CAN SOC AN MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL JC, 1969, SOCIAL NETWORKS URBA NISBET R, 1953, QUEST COMMUNITY PIERCE J, 1972, SCIENTIFIC AM, V227, P30 RAPOPORT A, 1961, BEHAV SCI, V6, P279 SHANNON L, 1968, SOCIAL SCIENCE CITY SHULMAN N, 1972, THESIS U TORONTO STEIN M, 1960, ECLIPSE COMMUNITY TILLY C, 1967, INT J COMP SOCIOL, V8, P139 TILLY C, 1973, URBAN WORLD TRAVERS J, 1969, SOCIOMETRY, V32, P425 WAYNE J, 1971, THESIS U TORONTO WEBBER M, 1964, EXPLORATIONS URBAN S WELLMAN B, 1973, AUG ANN M SOC STUD S WELLMAN B, 1972, COMMUNITY NETWORK CO WELLMAN B, 1973, FORM CITIES CENTRAL WHITAKER M, 1971, 2 U TOR CTR URB COMM WHITE H, UNPUBLISHED PAPER WHITE M, 1962, INTELLECTUAL VERSUS WHYTE WH, 1956, ORGANIZATION MAN WIRTH L, 1938, AM J SOCIOL, V44, P3 WOLF E, 1956, AM ANTHROPOL, V58, P1065 YOUNG M, 1962, FAMILY KINSHIP E LON TC 60 BP 57 EP 88 PG 32 JI Sociol. 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PY 1973 VL 43 IS 3-4 GA S0806 PI AUSTIN RP UNIV TORONTO,TORONTO,ONTARIO,CANADA J9 SOCIOL INQ PA BOX 7819, AUSTIN, TX 78713-7819 UT ISI:A1973S080600003 ER PT Journal AU GRANOVETTER MS TI STRENGTH OF WEAK TIES SO AMERICAN JOURNAL OF SOCIOLOGY LA English DT Article NR 61 SN 0002-9602 PU UNIV CHICAGO PRESS C1 JOHNS HOPKINS UNIV,BALTIMORE,MD 21218 CR BARNES JA, 1969, SOCIAL NETWORKS URBA BECKER MH, 1970, AM SOCIOL REV, V35, P267 BERSCHEID E, 1969, INTERPERSONAL ATTRAC BOISSEVAIN J, 1968, MAN, V3, P542 BOTT E, 1957, FAMILY SOCIAL NETWOR BRAMEL D, 1969, EXPERIMENTAL SOCIAL BROWN D, 1967, MOBILE PROFESSORS BROWN R, 1965, SOCIAL PSYCHOLOGY COLEMAN JS, 1960, MATHEMATICAL THINKIN COLEMAN JS, 1966, MEDICAL INNOVATION D DAHL R, 1961, WHO GOVERNS DAVIES JC, 1966, NEIGHBORHOOD GROUPS DAVIS J, 1967, HUM RELAT, V20, P181 DAVIS JA, 1963, AM J SOCIOL, V68, P444 DAVIS JA, 1971, AM SOCIOL REV, V36, P309 DAVIS JA, 1970, AM SOCIOL REV, V35, P843 DAVIS JA, 1971, SOCIOLOGICAL THEORIE, V2 DAVIS JA, 1969, THEORIES COGNITIVE C EPSTEIN A, 1969, SOCIAL NETWORKS URBA FRANKENBERG R, 1965, COMMUNITIES BRITAIN GANS H, 1962, URBAN VILLAGERS GRANOVETTER MS, 1970, THESIS HARVARD U HARARY F, 1965, READINGS MATHEMATICA, V2 HARARY F, 1965, STRUCTURAL MODELS HEIDER F, 1958, PSYCHOLOGY INTERPERS HOLLAND P, 1971, MASKING STRUCTUAL IM HOLLAND PW, 1970, AM J SOCIOL, V76, P492 HOLLAND PW, 1971, COMP GROUP STUDIES, V2, P107 HOMANS G, 1950, HUMAN GROUP JACOBS J, 1961, DEATH LIFE GREAT AM KAPFERER B, 1969, SOCIAL NETWORKS URBA KATZ E, 1955, PERSONAL INFLUENCE KERCKHOFF A, 1968, JUNE BUG STUDY HYSTE KERCKHOFF AC, 1965, SOCIOMETRY, V28, P2 KEYES LC, 1969, REHABILITATION PLANN KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 KORTE C, 1967, SMALL WORLD STUDY DA LAUMANN E, 1967, 1967 ASA M MIM LAUMANN E, 1968, INTERLOCKING RADIAL LEINHARDT S, 1972, AM SOCIOL REV, V37, P202 MAYER A, 1966, SOCIAL ANTHROPOLOGY MAYER P, 1961, TOWNSMEN TRIBESMAN MAZUR B, 1971, AM SOCIOLOGICAL REV, V36, P308 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL JC, 1969, SOCIAL NETWORKS URBA NEWCOMB TM, 1961, ACQUAINTANCE PROCESS PARNES H, 1954, RESEARCH LABOR MOBIL PRECKER JA, 1952, J ABNORMAL SOCIAL PS, V47, P406 RAPOPORT A, 1954, B MATH BIOPHYS, V16, P75 RAPOPORT A, 1953, B MATH BIOPHYS, V15, P523 RAPOPORT A, 1953, B MATH BIOPHYS, V15, P535 RAPOPORT A, 1961, BEHAV SCI, V6, P279 RAPOPORT A, 1963, HDB MATHEMATICAL PSY, V2 ROGERS E, 1962, DIFFUSION INNOVATION SHAPERO A, 1965, STRUCTURE DYNAMICS D SIMEL G, 1950, SOCIOLOGY GEORG SIMM SOLOMONOFF R, 1951, B MATH BIOPHYS, V13, P107 SULLIVAN HS, 1953, INTERPERSONAL THEORY TILLY C, 1969, COMMUNITY CITY URBAN TRAVERS J, 1969, SOCIOMETRY, V32, P425 WIRTH L, 1938, AM J SOCIOL, V44, P1 TC 1196 BP 1360 EP 1380 PG 21 JI Am. 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PY 1973 VL 43 IS 1 GA P0531 PI AUSTIN RP HARVARD UNIV,CAMBRIDGE,MA 02138 J9 SOCIOL INQ PA BOX 7819, AUSTIN, TX 78713-7819 UT ISI:A1973P053100004 ER PT Journal AU GRIFFITH, BC MULLINS, NC TI COHERENT SOCIAL GROUPS IN SCIENTIFIC CHANGE SO SCIENCE LA English DT Article NR 27 SN 0036-8075 PU AMER ASSOC ADVANCEMENT SCIENCE CR BUTTERFIELD H, 1957, ORIGINS MODERN SCIEN CAIRNS J, 1966, 30 YEARS THAT SHOOK CAIRNS J, 1966, PHAGE ORIGINS MOLECU CRANE D, 1969, AM SOCIOL REV, V34, P335 CRAWFORD S, 1971, J AM SOC INFORM SCI, V22, P301 DELBRUCK M, 1966, PHAGE ORIGINS MOL BI, P9 FISHER CS, 1967, ARCH EUR SOCIOL, V8, P216 GOFFMAN W, 1966, NATURE, V212, P449 GRIFFITH BC, 1970, COMMUNICATION SCI EN, P125 GRIFFITH BC, 1971, SCIENCE, V173, P164 KOYRE A, 1944, ETUDES GALIEENNES HI KUHN T, 1962, STRUCTURE SCIENTIFIC MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE R, 1966, NIELS BOHR MULLINS NC, 1968, AM SOCIOL REV, V33, P786 MULLINS NC, 1971, J APPL BEHAV ANAL, V4, P61 MULLINS NC, 1972, J HIST BEHAV SCI, V8, P86 MULLINS NC, 1972, MINERVA, V10, P51 MULLINS NC, THEORY THEORY GROUPS PRICE DJD, 1971, J AM SOC INFORM SCI, V22, P74 PRICE DJD, 1963, LITTLE SCIENCE BIG S PRICE DJD, 1965, SCIENCE, V149, P510 REID C, 1970, HILBERT REID C, 1969, REPORTS PROJECT SCIE SCHRODINGER E, 1944, WHAT IS LIFE PHYSICA, P58 SKINNER BF, 1938, BEHAVIOR ORGANISM ZIMAN J, 1968, PUBLIC KNOWLEDGE TC 105 BP 959 EP & PG 0 JI Science PY 1972 VL 177 IS 4053 GA N4316 PI WASHINGTON J9 SCIENCE PA 1200 NEW YORK AVE, NW, WASHINGTON, DC 20005 UT ISI:A1972N431600009 ER PT Journal AU VIANNA, NJ DAVIES, JNP BRADY, J POLAN, AK MAURO, J GREENWAL.P DWORK, A TI HODGKINS-DISEASE - CASES WITH FEATURES OF A COMMUNITY OUTBREAK SO ANNALS OF INTERNAL MEDICINE LA English DT Article NR 13 SN 0003-4819 PU AMER COLL PHYSICIANS CR BADGER L, 1964, LEPROSY THEORY PRACT, P331 DEVORE JW, 1957, ANN INTERN MED, V47, P300 GEORGE WK, 1965, J AM COLL HLTH ASS, V13, P399 GILMORE HR, 1962, PENNSYLVANIA MED, V65, P1047 LUKES RJ, 1966, CANCER, V19, P317 MACKLIN MT, CITED INDIRECTLY MAZAR SA, 1951, ARCH INTERN MED, V88, P819 NEWELL KW, 1966, B WORLD HEALTH ORGAN, V34, P827 RAZIS DV, 1959, ANN INTERN MED, V51, P933 RICH AP, 1946, PATHOGENESIS TUBERCU TRAVERS J, 1969, SOCIOMETRY, V32, P425 VIANNA NJ, 1971, LANCET, V1, P1209 VIANNA NJ, UNPUBLISHED TC 133 BP 169 EP & PG 0 JI Ann. 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Forces PY 1970 VL 49 IS 2 GA I7640 PI CHAPEL HILL J9 SOC FORCES PA BOX 2288, CHAPEL HILL, NC 27515-2288 UT ISI:A1970I764000009 ER PT Journal AU JACOBSON, D TI MOBILITY, CONTINUITY, AND URBAN SOCIAL ORGANISATION SO MAN LA English DT Article NR 46 SN 0025-1496 PU ROYAL ANTHROPOLOGICAL INST C1 BRANDEIS UNIV,WALTHAM,MA 02154 CR BELL CR, 1968, MIDDLE CLASS FAMILIE BROWN C, 1965, MANCHILD PROMISED LA CLOWARD RA, 1960, DELINQUENCY OPPORTUN DENZIN NK, 1970, DEVIANCE RESPECTABIL EPSTEIN AL, 1969, SOCIAL NETWORKS URBA FIRTH R, 1951, ELEMENTS SOCIAL ORGA FIRTH R, 1970, FAMILIES THEIR RELAT FORTES M, 1969, KINSHIP SOCIAL ORDER FORTES M, 1949, SOCIAL STRUCTURE GANS H, 1967, STUDY SOC GANS H, 1962, URBAN VILLAGERS GOFFMAN E, 1959, PRESENTATION SELF EV GOFFMAN E, 1959, PSYCHIATRY, V22, P123 GOFFMAN E, 1970, STRATEGIC INTERACTIO GOULDNER AW, 1960, AM SOCIOL REV, V25, P161 HANNERZ U, 1967, ETHNOS, V1, P35 HANNERZ U, 1969, SOULSIDE HENSLIN J, 1968, SOCIOLOGY EVERYDAY L ISAACS KS, 1963, INT J PSYCHOANAL, V44, P461 JACOBSEN D, 1970, J ASIAN AFRICAN STUD, V3, P176 JACOBSON D, 1968, SW J ANTHR, V24, P123 KELLER S, 1968, URBAN NEIGHBOURHOOD KRAPFASKARI E, 1969, YORUBA TOWNS CITIES LADINSKY J, 1967, AM SOC REV, V32, P257 LIEBOW E, 1967, TALLYS CORNER MAYER P, 1962, AM ANTHROPOL, V64, P576 MAYER P, 1961, TOWNSMEN TRIBESMEN MCCALL G, 1966, IDENTITIES INTERACTI MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL JC, 1969, SOCIAL NETWORKS URBA NADEL SF, 1957, THEORY SOCIAL STRUCT NELKIN D, 1970, SOC PROBL, V17, P472 PARKIN D, 1969, NEIGHBORS NATIONALS PITTS J, 1968, INT ENCY SOCIAL SCI, V14, P381 SAHLINS M, 1965, 1 ASS SOC ANTHR MON SCHNEIDER D, 1968, AM KINSHIP CULTURAL SIMMEL G, 1950, SOCIOLOGY G SIMMEL SUTTLES G, 1968, SOCIAL ORDER SLUM TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHYTE WA, 1956, ORGANIZATION MAN WHYTE WA, 1967, STREET CORNER SOC WILENSKY HL, 1961, AM SOCIOL REV, V26, P521 WILMOTT, 1957, FAMILY KINSHIP E LON WIRTH L, 1938, AM J SOCIOL, V44, P1 WIRTH L, ON CITIES SOCIAL LIF WOLF E, 1966, 4 ASS SOC ANTHR MON TC 8 BP 630 EP 644 PG 15 PY 1971 VL 6 IS 4 GA L2640 PI LONDON RP BRANDEIS UNIV,WALTHAM,MA 02154 J9 MAN PA 50 FITZROY STREET, LONDON W1P 5HS, ENGLAND UT ISI:A1971L264000006 ER PT Journal AU KORTE, C MILGRAM, S TI ACQUAINTANCE NETWORKS BETWEEN RACIAL GROUPS - APPLICATION OF SMALL WORLD METHOD SO JOURNAL OF PERSONALITY AND SOCIAL PSYCHOLOGY LA English DT Article NR 4 SN 0022-3514 PU AMER PSYCHOLOGICAL ASSOC CR MILGRAM S, 1969, INTERDISCIPLINARY RE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 POOL I, 19, TO BE PUBLISHED TRAVERS J, 1969, SOCIOMETRY, V32, P425 TC 39 BP 101 EP & PG 0 JI J. Pers. Soc. Psychol. PY 1970 VL 15 IS 2 GA G6286 PI WASHINGTON J9 J PERSONAL SOC PSYCHOL PA 750 FIRST ST NE, WASHINGTON, DC 20002-4242 UT ISI:A1970G628600001 ER PT Journal AU HART, JW TI SOCIOMETRY OF POVERTY SO BRITISH JOURNAL OF SOCIAL PSYCHIATRY LA English DT Article NR 12 CR BORGATTA EF, 1960, SOCIOMETRY READER, P272 HARE AP, 1948, SOCIOMETRY, V11, P329 HENDERSON G, 1967, J NEGRO ED, V36, P42 JENNINGS HH, 1960, SOCIOMETRY READER JENNINGS HH, 1960, SOCIOMETRY READER, P437 LONGMORE TW, 1948, SOCIOMETRY, V11, P192 LOOMIS CP, 1960, SOCIOMETRY READER, P479 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MORENO JL, 1960, SOCIOMETRY READER, P19 MORENO JL, 1960, SOCIOMETRY READER, P67 RIESSMAN F, 1969, STRATEGIES AGAINST P SANDERS IT, 1949, SOCIOMETRY, V12, P265 TC 0 BP 83 EP 87 PG 5 PY 1970 VL 4 IS 2 GA Y2148 J9 BRIT J SOC PSYCHIAT UT ISI:A1970Y214800002 ER PT Journal AU TRAVERS, J MILGRAM, S TI EXPERIMENTAL STUDY OF SMALL WORLD PROBLEM SO SOCIOMETRY LA English DT Article NR 13 PU AMER SOCIOLOGICAL ASSOC C1 HARVARD UNIV,CAMBRIDGE,MA CR ABELSON RP, 1967, ADV EXPT SOCIAL PSYC, V3, P1 BAILEY NTJ, 1957, MATHEMATICAL THEORY COLEMAN JS, 1966, MEDICAL INNOVATION D FARARO TJ, 1964, STUDY BIASED FRIENDS FOSTER CC, 1963, BEHAV SCI, V8, P56 GUREVITCH M, 1961, THESIS MIT KORTE C, IN PRESS MILGRAM S, 1969, INTERDISCIPLINARY RE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 POOL I, NONMATHEMATICAL INTR RAPOPORT A, 1953, B MATH BIOPHYS, V15, P523 RAPOPORT A, 1961, BEHAV SCI, V6, P279 RAPOPORT A, 1963, HDB MATH PSYCHOL, V2, P493 TC 62 BP 425 EP 443 PG 19 PY 1969 VL 32 IS 4 GA Y5205 PI WASHINGTON RP HARVARD UNIV,CAMBRIDGE,MA J9 SOCIOMETRY PA 1722 N ST NW, WASHINGTON, DC 20036-2981 UT ISI:A1969Y520500005 ER PT Journal AU McCue, B TI Another view of the "small world" SO SOCIAL NETWORKS LA English DT Article NR 16 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 4915 Cherokee Ave, Alexandria, VA 22312 USA DE small world; acquaintance volume AB Coincidental re-introductions to established acquaintances suggest that one draws one's acquaintances from a hypothetical, homogeneous "small world", not to be confused with an acquaintance chain or an acquaintance volume. The world's size can be estimated from the coincidences, given an estimate of the acquaintance volume. A typical Freeman-Thompson phonebook test score and a dozen coincidental introductions give an estimated "small world" of about 1,300,000 persons. Even single cities are much larger, so this result points to the fragmented and insular structure not just of acquaintanceship volumes, but of the milieux from which they are drawn. Conversely, assumptions about the size of the world from which acquaintances are drawn can be combined with information on coincidental introductions to shed light on the size of the acquaintance volume. (C) 2002 Elsevier Science B.V. All rights reserved. CR BRIDGEMAN P, 1938, LOGIC MODERN PHYSICS EDWARDS AWF, 1992, LIKELIHOOD EXPANDED FELLER W, 1968, INTRO PROBABILITY TH, V1 GIGERENZER G, 1989, EMPIRE CHANCE PROBAB JEFFREYS H, 1961, THEORY PROBABILITY KILLWORTH PD, 1990, SOC NETWORKS, V12, P289 KOCHEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LASSWELL TE, 1965, CLASS STRATUM INTRO MCCUE B, 2000, MILITARY OPER RES, V5, P5 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PALMER J, 1975, JANES DICT NAVAL TER SOLOMONOFF R, 1952, B MATH BIOPHYS, V14, P153 SOLOMONOFF R, 1951, B MATH BIOPHYS, V13, P107 TRAVERS J, 1970, SOCIOMETRY, V32, P425 WATTS D, 1999, SMALL WORLDS DYNAMIC TC 0 BP 121 EP 133 PG 13 JI Soc. Networks PY 2002 PD MAY VL 24 IS 2 GA 542EP PI AMSTERDAM RP McCue B 4915 Cherokee Ave, Alexandria, VA 22312 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000175030800002 ER PT Journal AU Bernardes, AT Stauffer, D Kertesz, J TI Election results and the Sznajd model on Barabasi network SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 27 SN 1434-6028 PU SPRINGER-VERLAG C1 Univ Fed Ouro Preto, Dept Fis, Campus do Morro do Cruzeiro, BR- 35400000 Ouro Preto, MG, Brazil Univ Fed Ouro Preto, Dept Fis, BR-35400000 Ouro Preto, MG, Brazil Univ Cologne, Inst Theoret Phys, D-50923 Cologne, Germany Budapest Univ Technol & Econ, Dept Theoret Phys, H-1111 Budapest, Hungary AB The network of Barabasi and Albert, a preferential growth model where a new node is linked to the old ones with a probability proportional to their connectivity, is applied to Brazilian election results. The application of the Sznajd rule, that only agreeing pairs of people can convince their neighbours, gives a vote distribution in good agreement with reality. CR ADLER J, 1991, PHYSICA A, V171, P453 ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 BARABASI AL, 1999, SCIENCE, V286, P509 BERNARDES AT, 2001, INT J MOD PHYS C, V12, P159 BORDOGNA CM, 2001, PHYS REV LETT, V87 BUNDE A, 1996, FRACTALS DISORDERED CHANG I, 2001, INT J MOD PHYS C, V12 COSTA RN, 1999, PHYS REV E, V60, P1067 DEFFUANT G, 2000, ADV COMPLEX SYST, V3, P87 DORNIC I, 2001, PHYS REV LETT, V87 HEGSELMANN R, 2001, 5 C SIM SOC KAZ DOLN HOLYST JA, 2001, ANN REV COMPUTATIONA, P275 KACPERSKI K, 2000, PHYSICA A, V287, P631 LIVERPOOL TB, 1996, PHYSICA A, V224, P589 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOREIRA AA, 2001, INT J MOD PHYS C, V12, P39 OCHROMBEL R, 2001, INT J MOD PHYS C, V12, P1091 PEKALSKI A, 2000, EXOTIC STAT PHYSICS, V285, P1238 REDNER S, 1998, EUR PHYS J B, V4, P131 SAHIMI M, 1994, APPL PERCOLATION THE STAUFFER D, 2000, INT J MOD PHYS C, V11, P1239 STAUFFER D, 1994, INTRO PERCOLATION TH STAUFFER D, 1991, J PHYS A-MATH GEN, V24, P909 SZNAJDWERON K, 2002, INT J MOD PHYS C, V13 SZNAJDWERON K, 2000, INT J MOD PHYS C, V11, P1157 TC 2 BP 123 EP 127 PG 5 JI Eur. Phys. J. B PY 2002 PD JAN VL 25 IS 1 GA 523WB PI NEW YORK RP Bernardes AT Univ Fed Ouro Preto, Dept Fis, Campus do Morro do Cruzeiro, BR-35400000 Ouro Preto, MG, Brazil J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000173979600014 ER PT Journal AU Lahtinen, J Kertesz, J Kaski, K TI Scaling of random spreading in small world networks SO PHYSICAL REVIEW E LA English DT Article NR 16 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland Helsinki Univ Technol, Lab Computat Engn, FIN-02015 Espoo, Finland Helsinki Univ Technol, Res Ctr Computat Sci & Engn, FIN-02015 Espoo, Finland Tech Univ Budapest, Dept Theoret Phys, H-1111 Budapest, Hungary ID INTERNET AB In this study we have carried out computer simulations of random walks on Watts-Strogatz-type small world networks and measured the mean number of visited sites and the return probabilities. These quantities were found to obey scaling behavior with intuitkely reasoned exponents as long as the probability p of having a long range bond was sufficiently low. CR ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 FALOUTSOS M, 1999, COMP COMM R, V29, P251 JASCH F, 2001, PHYS REV E 1, V63 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, CONDMAT00004163 REDNER S, 1998, EUR PHYS J B, V4, P131 SCALA A, CONDMAT0004380 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 1 BP art. no. EP 057105 PG 3 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Lahtinen J Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100150 ER PT Book in series AU Small, H TI Charting pathways through science: Exploring Garfield's vision of a unified index to science SO WEB OF KNOWLEDGE - A FESTSCHRIFT IN HONOR OF EUGENE GARFIELD LA English DT Article NR 41 PU INFORMATION TODAY INC C1 Inst Sci Informat, Contract Res, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Contract Res, Philadelphia, PA 19104 USA ID CO-CITATION; SCIENTIFIC DISCOVERY; LITERATURES; SPECIALTY; CLUSTERS AB Garfield's invention of the Science Citation Index (SCI) made possible for the first time the study of the global communication network of science, including the critical linkages between disciplines. Using the SCI, pathways can be formed that traverse many scientific fields. The relationship of paths to the discovery process is explored, and how pathways defined by citation links can be used as a tool for understanding the discovery process and perhaps even aid in making discoveries. CR BERNAL JD, 1965, SCI HIST BURCH H, 1999, COMPUTER, V32, P97 BUSH V, 1945, ATLANTIC MONTHLY, V176, P101 CALLON M, 1986, MAPPING DYNAMICS SCI, P103 CHAKRABARTI S, 1999, SCI AM, V280, P54 CHEN JJ, 1999, STRUCT ENG MECH, V8, P401 CRANE D, 1972, INVISIBLE COLL DIFFU GARFIELD E, 1965, AM DOC, V14, P289 GARFIELD E, 1997, CELL DEATH DIFFER, V4, P352 GARFIELD E, 1981, INTRO IS ATLAS SCI B, V42 GARFIELD E, 1966, ISI ISI EASES SCI IN, V13, P2 GARFIELD E, 1965, NBS, V269, P189 GARFIELD E, 1959, P INT C SCI INF WASH, V1, P461 GARFIELD E, 1964, USE CITATION DATA WR HEILBRON JL, 1969, HIST STUD PHYS BIOL, V1, P211 HOLTON G, 1996, AM SCI, V84, P364 JAMMER M, 1966, CONCEPTUAL DEV QUANT KOESTLER A, 1964, ACT CREATION MCCAIN KW, 1995, J AM SOC INFORM SCI, V46, P306 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEURATH O, 1938, FDN UNITY SCI INT EN, V1, P1 PORTER AL, 1985, SCIENTOMETRICS, V8, P161 ROY N, 1995, CELL, V80, P167 SEDGEWICK R, 1983, ALGORITHMS SMALL H, 1989, J AM SOC INFORM SCI, V40, P152 SMALL H, 1986, J AM SOC INFORM SCI, V37, P97 SMALL H, 1973, J AM SOC INFORM SCI, V24, P265 SMALL H, 1999, LIBR TRENDS, V48, P72 SMALL H, 1974, SCI STUD, V4, P17 SMALL H, 1998, SCIENTOMETRICS, V43, P143 SMALL H, 1993, SCIENTOMETRICS, V26, P5 SMALL H, 1971, THESIS U WISCONSIN W SMALL HG, 1977, SOC STUD SCI, V7, P139 STENT GS, 1972, SCI AM, V227, P84 SWANSON DR, 1990, INFORM PROCESS MANAG, V26, P9 SWANSON DR, 1987, J AM SOC INFORM SCI, V38, P228 SWANSON DR, 1993, LIBR TRENDS, V41, P606 THAGARD P, 1992, CONCEPTUAL REVOLUTIO WHITE HD, 1996, LIBR TRENDS, V45, P239 WILSON EO, 1998, CONSILIENCE UNITY KN WOUTERS P, 1999, THESIS U AMSTERDAM A TC 0 BP 449 EP 473 PG 25 SE ASIST MONOGRAPH SERIES PY 2000 GA BR80U PI MEDFORD RP Small H Inst Sci Informat, Contract Res, 3501 Market St, Philadelphia, PA 19104 USA J9 ASIST MON SER PA 143 OLD MARLTON PIKE, MEDFORD, NJ 08055 USA UT ISI:000167603300024 ER PT Journal AU Small, H TI Charting pathways through science: Exploring Garfield's vision of a unified index to science SO ASIST MONOGRAPH SERIES LA English DT Article NR 42 PU INFORMATION TODAY INC C1 Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Philadelphia, PA 19104 USA ID CO-CITATION; SCIENTIFIC DISCOVERY; LITERATURES; SPECIALTY; CLUSTERS AB Garfield's invention of the Science Citation Index (SCI) made possible for the first time the study of the global communication network of science, including the critical linkages between disciplines. Using the SCI, pathways can be formed that traverse many scientific fields. The relationship of paths to the discovery process is explored, and how pathways defined by citation links can be used as a tool for understanding the discovery process and perhaps even aid in making discoveries. CR BERNAL JD, 1965, SCI HIST BURCH H, 1999, COMPUTER, V32, P97 BUSH V, 1945, ATLANTIC MONTHLY, V176, P101 CALLON M, 1986, MAPPING DYNAMICS SCI, P103 CHAKRABARTI S, 1999, SCI AM, V280, P54 CHEN CM, 1999, INFORM PROCESS MANAG, V35, P401 CRANE D, 1972, INVISIBLE COLL DIFFU GARFIELD E, 1965, AM DOC, V14, P289 GARFIELD E, 1997, CELL DEATH DIFFER, V4, P352 GARFIELD E, 1981, CURRENT CONTENT 1019, P42 GARFIELD E, 1966, KARGER GAZETTE 0305, V13, P2 GARFIELD E, 1965, NBS, V269, P189 GARFIELD E, 1959, P INT C SCI INF WASH, V1, P461 GARFIELD E, 1955, SCIENCE, V122, P108 GARFIELD E, 1964, USE CITATION DATA WR HEILBRON JL, 1969, HIST STUD PHYS BIOL, V1, P211 HOLTON G, 1996, AM SCI, V84, P364 JAMMER M, 1966, CONCEPTUAL DEV QUANT KOESTLER A, 1964, ACT CREATION MCCAIN KW, 1995, J AM SOC INFORM SCI, V46, P306 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NEURATH O, 1938, FDN UNITY SCI INT EN, V1, P1 PORTER AL, 1985, SCIENTOMETRICS, V8, P161 ROY N, 1995, CELL, V80, P167 SEDGEWICK R, 1983, ALGORITHMS SMALL H, 1989, J AM SOC INFORM SCI, V40, P152 SMALL H, 1986, J AM SOC INFORM SCI, V37, P97 SMALL H, 1973, J AM SOC INFORM SCI, V24, P265 SMALL H, 1999, LIBR TRENDS, V48, P72 SMALL H, 1974, SCI STUD, V4, P17 SMALL H, 1998, SCIENTOMETRICS, V43, P143 SMALL H, 1993, SCIENTOMETRICS, V26, P5 SMALL H, 1971, THESIS U WISCONSIN M SMALL HG, 1977, SOC STUD SCI, V7, P139 STENT GS, 1972, SCI AM, V227, P84 SWANSON DR, 1990, INFORM PROCESS MANAG, V26, P9 SWANSON DR, 1987, J AM SOC INFORM SCI, V38, P228 SWANSON DR, 1993, LIBR TRENDS, V41, P606 THAGARD P, 1992, CONCEPTUAL REVOLUTIO WHITE HD, 1996, LIBR TRENDS, V45, P239 WILSON EO, 1998, CONSILLIENCE UNITY K WOUTERS P, 1999, THESIS U AMSTERDAM A TC 0 BP 449 EP 473 PG 25 JI ASIST Monogr. Ser. PY 2000 GA 395LD PI MEDFORD RP Small H Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA J9 ASIST MONOGR SER PA 143 OLD MARLTON PIKE, MEDFORD, NJ 08055-8750 USA UT ISI:000166581100025 ER PT Journal AU Kleinberg, JM TI Navigation in a small world - It is easier to find short chains between points in some networks than others. SO NATURE LA English DT Article NR 10 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA CR ADAMIC L, 1999, SPRINGER LECT NOTES, V1696, P443 ALBERT R, 1999, NATURE, V401, P130 BRAITENBERG V, 1991, ANATOMY CORTEX CORMEN T, 1990, INTRO ALGORITHMS KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KOCHEN M, 1989, SMALL WORLD MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PELEG D, 1989, J ASSOC COMPUT MACH, V36, P510 PIROLLI P, 1999, PSYCHOL REV, V106, P643 WATTS DJ, 1998, NATURE, V393, P440 TC 15 BP 845 EP 845 PG 1 JI Nature PY 2000 PD AUG 24 VL 406 IS 6798 GA 347AG PI LONDON RP Kleinberg JM Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000088903600028 ER PT Journal AU Louch, H TI Personal network integration: transitivity and homophily in strong-tie relations SO SOCIAL NETWORKS LA English DT Article NR 38 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 Princeton Univ, Princeton, NJ 08544 USA Princeton Univ, Princeton, NJ 08544 USA ID INTERPERSONAL-RELATIONS; DYNAMICS; MODELS; SEX AB This article combines studies of transitivity and homophily in an empirical analysis of personal network integration. Using a national sample of individual's personal networks, the paper reveals that transitivity explains a majority of cases of network integration with two important caveats: (1) recent work on networks and social structure points to important structural constraints on personal networks that shape their formation, and (2) homophily (e.g, sex or race) and choice homophily (e.g. religion) improve the likelihood of integration in personal networks. The results indicate that the second finding interacts with relationship length and the availability of focal points to organize individual contact. (C) 2000 Elsevier Science B.V. All rights reserved. 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Networks PY 2000 PD JAN VL 22 IS 1 GA 316AE PI AMSTERDAM RP Louch H Princeton Univ, Princeton, NJ 08544 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000087144500003 ER PT Journal AU Kluver, J Schmidt, J TI Social differentiation as the unfolding of dimensions of social systems SO JOURNAL OF MATHEMATICAL SOCIOLOGY LA English DT Article NR 33 SN 0022-250X PU GORDON BREACH SCI PUBL LTD C1 Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany Univ Essen Gesamthsch, Hsch Didakt Zentrum, D-45117 Essen, Germany DE social evolution; social differentiation; geometry of social spaces; cellular automata; genetic algorithm; social theory AB We argue that by the use of geometrical concepts it is possible to construct a mathematical model of social evolution, that is a model of the theory of social differentiation developed particularly by Habermas and Luhmann. To capture this theory it is necessary to define the concept of dimensions of social spaces. 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Sociol. PY 1999 PD OCT VL 27 IS 4 GA 252HV PI WASHINGTON RP Roberts RW Samford Univ, Dept Sociol, 800 Lakeshore Dr, Birmingham, AL 35229 USA J9 TEACH SOCIOL PA 1307 NEW YORK AVE NW #700, WASHINGTON, DC 20005-4712 USA UT ISI:000083496800008 ER PT Journal AU Small, H TI A passage through science: Crossing disciplinary boundaries SO LIBRARY TRENDS LA English DT Article NR 31 SN 0024-2594 PU GSLIS PUBLICATIONS C1 Inst Sci Informat, 3501 Market St, Philadelphia, PA 19104 USA Inst Sci Informat, Philadelphia, PA 19104 USA ID SCIENTIFIC DISCOVERY; CO-CITATION; LITERATURES AB A METHODOLOGY IS PRESENTED FOR CREATING pathways through the scientific literature following-strong co-citation links. A specific path is described starting in economics and ending in astrophysics traversing 331 documents. Special attention is given to where the path crosses disciplinary boundaries and how analogy can be used to model the thought: processes involved in such transitions. 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Forces PY 1974 VL 52 IS 3 GA S4366 PI CHAPEL HILL RP MICHIGAN STATE UNIV,E LANSING,MI 48823 J9 SOC FORCES PA BOX 2288, CHAPEL HILL, NC 27515-2288 UT ISI:A1974S436600002 ER PT Journal AU JACOBSON, D TI MOBILITY, CONTINUITY, AND URBAN SOCIAL ORGANISATION SO MAN LA English DT Article NR 46 SN 0025-1496 PU ROYAL ANTHROPOLOGICAL INST C1 BRANDEIS UNIV,WALTHAM,MA 02154 CR BELL CR, 1968, MIDDLE CLASS FAMILIE BROWN C, 1965, MANCHILD PROMISED LA CLOWARD RA, 1960, DELINQUENCY OPPORTUN DENZIN NK, 1970, DEVIANCE RESPECTABIL EPSTEIN AL, 1969, SOCIAL NETWORKS URBA FIRTH R, 1951, ELEMENTS SOCIAL ORGA FIRTH R, 1970, FAMILIES THEIR RELAT FORTES M, 1969, KINSHIP SOCIAL ORDER FORTES M, 1949, SOCIAL STRUCTURE GANS H, 1967, STUDY SOC GANS H, 1962, URBAN VILLAGERS GOFFMAN E, 1959, PRESENTATION SELF EV GOFFMAN E, 1959, PSYCHIATRY, V22, P123 GOFFMAN E, 1970, STRATEGIC INTERACTIO GOULDNER AW, 1960, AM SOCIOL REV, V25, P161 HANNERZ U, 1967, ETHNOS, V1, P35 HANNERZ U, 1969, SOULSIDE HENSLIN J, 1968, SOCIOLOGY EVERYDAY L ISAACS KS, 1963, INT J PSYCHOANAL, V44, P461 JACOBSEN D, 1970, J ASIAN AFRICAN STUD, V3, P176 JACOBSON D, 1968, SW J ANTHR, V24, P123 KELLER S, 1968, URBAN NEIGHBOURHOOD KRAPFASKARI E, 1969, YORUBA TOWNS CITIES LADINSKY J, 1967, AM SOC REV, V32, P257 LIEBOW E, 1967, TALLYS CORNER MAYER P, 1962, AM ANTHROPOL, V64, P576 MAYER P, 1961, TOWNSMEN TRIBESMEN MCCALL G, 1966, IDENTITIES INTERACTI MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MITCHELL JC, 1969, SOCIAL NETWORKS URBA NADEL SF, 1957, THEORY SOCIAL STRUCT NELKIN D, 1970, SOC PROBL, V17, P472 PARKIN D, 1969, NEIGHBORS NATIONALS PITTS J, 1968, INT ENCY SOCIAL SCI, V14, P381 SAHLINS M, 1965, 1 ASS SOC ANTHR MON SCHNEIDER D, 1968, AM KINSHIP CULTURAL SIMMEL G, 1950, SOCIOLOGY G SIMMEL SUTTLES G, 1968, SOCIAL ORDER SLUM TRAVERS J, 1969, SOCIOMETRY, V32, P425 WHYTE WA, 1956, ORGANIZATION MAN WHYTE WA, 1967, STREET CORNER SOC WILENSKY HL, 1961, AM SOCIOL REV, V26, P521 WILMOTT, 1957, FAMILY KINSHIP E LON WIRTH L, 1938, AM J SOCIOL, V44, P1 WIRTH L, ON CITIES SOCIAL LIF WOLF E, 1966, 4 ASS SOC ANTHR MON TC 8 BP 630 EP 644 PG 15 PY 1971 VL 6 IS 4 GA L2640 PI LONDON RP BRANDEIS UNIV,WALTHAM,MA 02154 J9 MAN PA 50 FITZROY STREET, LONDON W1P 5HS, ENGLAND UT ISI:A1971L264000006 ER PT Journal AU KORTE, C MILGRAM, S TI ACQUAINTANCE NETWORKS BETWEEN RACIAL GROUPS - APPLICATION OF SMALL WORLD METHOD SO JOURNAL OF PERSONALITY AND SOCIAL PSYCHOLOGY LA English DT Article NR 4 SN 0022-3514 PU AMER PSYCHOLOGICAL ASSOC CR MILGRAM S, 1969, INTERDISCIPLINARY RE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 POOL I, 19, TO BE PUBLISHED TRAVERS J, 1969, SOCIOMETRY, V32, P425 TC 39 BP 101 EP & PG 0 JI J. 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PY 1970 VL 15 IS 2 GA G6286 PI WASHINGTON J9 J PERSONAL SOC PSYCHOL PA 750 FIRST ST NE, WASHINGTON, DC 20002-4242 UT ISI:A1970G628600001 ER PT Journal AU HART, JW TI SOCIOMETRY OF POVERTY SO BRITISH JOURNAL OF SOCIAL PSYCHIATRY LA English DT Article NR 12 CR BORGATTA EF, 1960, SOCIOMETRY READER, P272 HARE AP, 1948, SOCIOMETRY, V11, P329 HENDERSON G, 1967, J NEGRO ED, V36, P42 JENNINGS HH, 1960, SOCIOMETRY READER JENNINGS HH, 1960, SOCIOMETRY READER, P437 LONGMORE TW, 1948, SOCIOMETRY, V11, P192 LOOMIS CP, 1960, SOCIOMETRY READER, P479 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MORENO JL, 1960, SOCIOMETRY READER, P19 MORENO JL, 1960, SOCIOMETRY READER, P67 RIESSMAN F, 1969, STRATEGIES AGAINST P SANDERS IT, 1949, SOCIOMETRY, V12, P265 TC 0 BP 83 EP 87 PG 5 PY 1970 VL 4 IS 2 GA Y2148 J9 BRIT J SOC PSYCHIAT UT ISI:A1970Y214800002 ER PT Journal AU TRAVERS, J MILGRAM, S TI EXPERIMENTAL STUDY OF SMALL WORLD PROBLEM SO SOCIOMETRY LA English DT Article NR 13 PU AMER SOCIOLOGICAL ASSOC C1 HARVARD UNIV,CAMBRIDGE,MA CR ABELSON RP, 1967, ADV EXPT SOCIAL PSYC, V3, P1 BAILEY NTJ, 1957, MATHEMATICAL THEORY COLEMAN JS, 1966, MEDICAL INNOVATION D FARARO TJ, 1964, STUDY BIASED FRIENDS FOSTER CC, 1963, BEHAV SCI, V8, P56 GUREVITCH M, 1961, THESIS MIT KORTE C, IN PRESS MILGRAM S, 1969, INTERDISCIPLINARY RE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 POOL I, NONMATHEMATICAL INTR RAPOPORT A, 1953, B MATH BIOPHYS, V15, P523 RAPOPORT A, 1961, BEHAV SCI, V6, P279 RAPOPORT A, 1963, HDB MATH PSYCHOL, V2, P493 TC 62 BP 425 EP 443 PG 19 PY 1969 VL 32 IS 4 GA Y5205 PI WASHINGTON RP HARVARD UNIV,CAMBRIDGE,MA J9 SOCIOMETRY PA 1722 N ST NW, WASHINGTON, DC 20036-2981 UT ISI:A1969Y520500005 ER PT Journal AU Moody, J TI Peer influence groups: identifying dense clusters in large networks SO SOCIAL NETWORKS LA English DT Article NR 48 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 Ohio State Univ, Dept Sociol, 372 Bricker Hall,300 N Oval Mall, Columbus, OH 43210 USA Ohio State Univ, Dept Sociol, Columbus, OH 43210 USA DE friendship; social network; peer influence; cohesion; methods ID ORGANIZATION; SELECTION; AGREEMENT; MODELS AB Sociologists have seen a dramatic increase in the size and availability of social network data. This represents a poverty of riches, however, since many of our analysis techniques cannot handle the resulting large (tens to hundreds of thousands of nodes) networks. In this paper, I provide a method for identifying dense regions within large networks based on a peer influence model. Using software familiar to most sociologists, the method reduces the network to a set of in position variables that can then be used in fast cluster analysis programs. The method is tested against simulated networks with a known small-world structure showing that the underlying clusters can be accurately recovered. I then compare the performance of the procedure with other subgroup detection algorithms on the MacRea and Gagnon prison friendship data and a larger adolescent friendship network, showing that the algorithm replicates other procedures for small networks and outperforms them on the larger friendship network. (C) 2001 Elsevier Science B.V. All rights reserved. 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Networks PY 2001 PD OCT VL 23 IS 4 GA 479EP PI AMSTERDAM RP Moody J Ohio State Univ, Dept Sociol, 372 Bricker Hall,300 N Oval Mall, Columbus, OH 43210 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000171391200002 ER PT Journal AU SCHWARTZ, JE SPRINZEN, M TI STRUCTURES OF CONNECTIVITY SO SOCIAL NETWORKS LA English DT Article NR 33 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 COLUMBIA UNIV,DEPT SOCIOL,NEW YORK,NY 10027 TIME INC,NEW YORK,NY 10020 CR ABELSON RP, 1958, BEHAV SCI, V3, P1 BALES RF, 1970, PERSONALITY INTERPER BOISSEVAIN J, 1974, FRIENDS FRIENDS BONACICH P, 1979, SOCIOL METHODOL, P489 BOORMAN SA, 1976, AM J SOCIOL, V81, P1384 BOTT E, 1972, FAMILY SOCIAL NETWOR BREIGER RL, 1976, AM SOCIOL REV, V41, P117 BREIGER RL, 1975, J MATH PSYCHOL, V12, P328 BREIGER RL, 1979, QUAL QUANT, V13, P21 BREIGER RL, 1979, SOCIAL PSYCHOL Q, V42, P262 BREIGER RL, 1978, SOCIOLOGICAL METHODS, V7, P1 BURT RS, 1976, SOC FORCES, V55, P93 CARTWRIGHT D, 1956, PSYCHOL REV, V63, P277 COLEMAN JS, 1961, ADOLESCENT SOC DAVIS J, 1967, HUM RELAT, V20, P181 DAVIS JA, 1963, AM J SOCIOL, V68, P444 FLEISS JL, 1981, STATISTICAL METHODS GRANOVETTER M, 1974, GETTING JOB STUDY CO GRANOVETTER M, 1982, SOCIAL STRUCTURE NET GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HEIL GH, 1976, BEHAVIORAL SCI, V21, P1 HOLLAND PW, 1973, J MATH SOCIOLOGY, V3, P1 HOMANS GC, 1950, HUMAN GROUP LEE NH, 1969, SEARCH ABORTIONIST LORRAIN F, 1971, J MATH SOCIOL, V1, P49 MAYER AC, 1960, CASTE KINSHIP CENTRA MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 ROTHLISBERGER FJ, 1939, MANAGEMENT WORKER SCHWARTZ JE, 1976, SOCIOLOGICAL METHODO, P255 SNYDER D, 1979, AM J SOCIOL, V84, P1096 WHITE HC, 1976, AM J SOCIOL, V81, P730 WHYTE WF, 1955, STREET CORNER SOC WINSHIP C, 1983, SOCIOL METHODOL, P314 TC 5 BP 103 EP 140 PG 38 JI Soc. Networks PY 1984 VL 6 IS 2 GA TL514 PI AMSTERDAM RP SCHWARTZ JE COLUMBIA UNIV,DEPT SOCIOL,NEW YORK,NY 10027 J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:A1984TL51400001 ER PT Journal AU Zanette, DH Kuperman, M TI Effects of immunization in small-world epidemics SO PHYSICA A LA English DT Article NR 16 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Comis Nacl Energia Atom, Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Comis Nacl Energia Atom, Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, UNC, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina DE small-world networks; epidemiological models; immunization ID NETWORKS; MODEL AB The propagation of model epidemics on a small-world network under the action of immunization is studied. Although the connectivity in this kind of networks is rather uniform, a vaccination strategy focused on the best connected individuals yields a considerable improvement of disease control. The model exhibits a transition from disease localization to propagation as the disorder of the underlying network grows. As a consequence, for fixed disorder, a threshold immunization level exists above which the disease remains localized. (C) 2002 Published by Elsevier Science B.V. CR ANDERSON RM, 1987, NATURE, V318, P323 ANDERSON RM, 1952, SCIENCE, V215, P1853 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P547 HETHCOTE HW, 1978, THEORETICAL POPULATI, V14, P338 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 LILJEROS F, 2001, NATURE, V411, P907 MAY RM, 1984, MATH BIOSCI, V72, P83 MIKHAILOV AS, 1994, FDN SYNERGETICS, V1 MOORE C, 2000, PHYS REV E B, V61, P5678 MURRAY JD, 1993, MATH BIOL PASTORSATORRAS R, CONDMAT0107066 PASTORSATORRAS R, 2001, PHYS REV E 2, V63 PASTORSATORRAS R, 2001, PHYS REV LETT, V86, P3200 WATTS DJ, 1998, NATURE, V303, P440 ZANETTE DH, 2001, PHYS REV E 1, V64 TC 0 BP 445 EP 452 PG 8 JI Physica A PY 2002 PD JUN 15 VL 309 IS 3-4 GA 564ZE PI AMSTERDAM RP Zanette DH Comis Nacl Energia Atom, Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000176342800013 ER PT Journal AU Watson, JD Martin, KA TI It's a small world after all SO JOURNAL OF SPORT & EXERCISE PSYCHOLOGY LA English DT Meeting Abstract NR 0 SN 0895-2779 PU HUMAN KINETICS PUBL INC C1 McMaster Univ, Hamilton, ON L8S 4L8, Canada TC 0 BP 131 EP 132 PG 2 JI J. Sport Exerc. Psychol. PY 2002 PD JUN VL 24 SU S GA 564JK PI CHAMPAIGN RP McMaster Univ, Hamilton, ON L8S 4L8, Canada J9 J SPORT EXERCISE PSYCHOL PA 1607 N MARKET ST, CHAMPAIGN, IL 61820-2200 USA UT ISI:000176311100270 ER PT Journal AU de Arcangelis, L Herrmann, HJ TI Self-organized criticality on small world networks SO PHYSICA A LA English DT Article NR 12 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Univ Stuttgart, Inst Comp Applicat 1, Pfaffenwaldring 27, D- 70569 Stuttgart, Germany Univ Stuttgart, Inst Comp Applicat 1, D-70569 Stuttgart, Germany Univ Naples 2, INFM, Neaples UdR, Dept Informat Engn, I-81031 Aversa, CE, Italy CG SUN, I-81031 Aversa, CE, Italy ID MEAN-FIELD-THEORY; MODEL AB We study the BTW-height model of self-organized criticality on a square lattice with some long-range connections giving to the lattice the character of small world network. We find that as function of the fraction p of long-ranged bonds the power law of the avalanche size and lifetime distribution changes following a crossover scaling law with crossover exponents 2/3 and 1 for size and lifetime, respectively. (C) 2002 Elsevier Science B.V. All rights reserved. CR AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BAK P, 1996, NATURE WORKS SCI SEL BAK P, 1988, PHYS REV A, V38, P364 BAK P, 1987, PHYS REV LETT, V59, P381 COLLINS JJ, 1998, NATURE, V393, P409 FLYVBJERG H, 1993, PHYS REV LETT, V71, P4087 JANOWSKY SA, 1993, J PHYS A, V26, PL973 MANNA SS, 1991, J PHYS A, V24, PL363 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 1999, PHYS REV LETT, V84, P3201 TANG C, 1988, J STAT PHYS, V51, P797 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 545 EP 549 PG 5 JI Physica A PY 2002 PD MAY 15 VL 308 IS 1-4 GA 561PY PI AMSTERDAM RP Herrmann HJ Univ Stuttgart, Inst Comp Applicat 1, Pfaffenwaldring 27, D-70569 Stuttgart, Germany J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000176151600044 ER PT Journal AU Jenkinson, HF TI Big events in a small world: the changing face of oral microbiology SO JOURNAL OF DENTAL RESEARCH LA English DT Editorial Material NR 24 SN 0022-0345 PU INT & AMER ASSOC DENTAL RES I A D R/A A D R C1 Univ Bristol, Dept Oral & Dent Sci, Oral Microbiol Unit, Sch Dent, Lower Maudlin St, Bristol BS1 2LY, Avon, England Univ Bristol, Dept Oral & Dent Sci, Oral Microbiol Unit, Sch Dent, Bristol BS1 2LY, Avon, England DE bacterial adhesion; oral streptococci; gene expression ID STREPTOCOCCUS-GORDONII; NUCLEOTIDE-SEQUENCE; CANDIDA-ALBICANS; SURFACE-ANTIGEN; DENTAL-CARIES; COLONIZATION; SANGUIS; GENE; HYDROPHOBICITY; CARIOGENICITY CR CANNON RD, 1990, MOL GEN GENET, V221, P210 CLEWELL DB, 1981, MICROBIOL REV, V45, P409 DEMUTH DR, 1989, INFECT IMMUN, V57, P1470 FERRETTI JJ, 1987, J BACTERIOL, V169, P4271 GIBBONS RJ, 1996, J DENT RES, V75, P866 HAMADA S, 1980, MICROBIOL REV, V44, P331 HANDLEY PS, 1985, INFECT IMMUN, V47, P217 HAVARSTEIN LS, 1995, P NATL ACAD SCI USA, V92, P11140 JENKINSON HF, 1994, FEMS MICROBIOL LETT, V121, P133 JENKINSON HF, 1992, INFECT IMMUN, V60, P1225 JENKINSON HF, 1989, J GEN MICROBIOL, V135, P3183 JENKINSON HF, 1981, J GEN MICROBIOL, V123, P1 JENKINSON HF, 1997, MOL MICROBIOL, V23, P183 KELLY C, 1989, FEBS LETT, V258, P127 KOLENBRANDER PE, 1998, J BACTERIOL, V180, P290 MCNAB R, 1999, J BACTERIOL, V181, P3087 MCNAB R, 1994, MOL MICROBIOL, V14, P743 ROSENBERG M, 1980, FEMS MICROBIOL LETT, V9, P29 RUSSELL RRB, 1983, J GEN MICROBIOL, V129, P865 SHEPHERD MG, 1985, ANNU REV MICROBIOL, V39, P579 TANZER JM, 2001, ARCH ORAL BIOL, V46, P323 TANZER JM, 1995, J DENT RES, V74, P1536 WICKEN AJ, 1975, SCIENCE, V187, P1161 ZANDERS ED, 1981, J GEN MICROBIOL, V122, P217 TC 0 BP 84 EP 88 PG 5 JI J. Dent. Res. PY 2002 PD FEB VL 81 IS 2 GA 559JP PI ALEXANDRIA RP Jenkinson HF Univ Bristol, Dept Oral & Dent Sci, Oral Microbiol Unit, Sch Dent, Lower Maudlin St, Bristol BS1 2LY, Avon, England J9 J DENT RES PA 1619 DUKE ST, ALEXANDRIA, VA 22314 USA UT ISI:000176023300001 ER PT Journal AU Gwynne, P TI It's a small world after all SO PHYSICS WORLD LA English DT News Item NR 0 SN 0953-8585 PU IOP PUBLISHING LTD TC 0 BP 10 EP 10 PG 1 JI Phys. World PY 2002 PD JAN VL 15 IS 1 GA 555JH PI BRISTOL J9 PHYS WORLD PA DIRAC HOUSE, TEMPLE BACK, BRISTOL BS1 6BE, ENGLAND UT ISI:000175790600011 ER PT Journal AU Kuperman, M Zanette, D TI Stochastic resonance in a model of opinion formation on small- world networks SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 24 SN 1434-6028 PU SPRINGER-VERLAG C1 Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina ID ENHANCEMENT; PROPAGATION; DYNAMICS; SYSTEM AB We analyze the phenomenon of stochastic resonance in an Ising- like system on a small-world network. The system, which is subject to the combined action of noise and an external modulation, can be interpreted as a stylized model of opinion formation by imitation under the effects of a "fashion wave". Both the amplitude threshold for the detection of the external modulation and the width of the stochastic-resonance peak show considerable variation as the randomness of the underlying small-world network is changed. CR BABINEC P, 1997, PHYS LETT A, V225, P179 BARRAT A, 2000, EUR PHYS J B, V13, P547 BENZI R, 1981, J PHYS A, V14, P453 BEZRUKOV SM, 1995, NATURE, V378, P362 BOUZAT S, 1999, PHYS REV E A, V59, P5142 CASTRO F, 2001, PHYS REV E, V64, P11058 DOUGLASS JK, 1993, NATURE, V365, P337 FAUVE S, 1983, PHYS LETT A, V97, P5 GAMMAITONI L, 1998, REV MOD PHYS, V70, P223 GARDINER CW, 1985, HDB STOCHASTIC METHO IANNELLI JM, 1994, APPL PHYS LETT, V65, P1983 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 MANTEGNA RN, 1994, PHYS REV E, V49, PR1792 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 1999, PHYS REV E, V61, P5678 PASTORSATORRAS R, 2001, PHYS REV E 2, V63 PETROV V, 1997, NATURE, V388, P655 SIMON A, 1992, PHYS REV LETT, V68, P3375 TESSONE CJ, 2000, PHYS REV E A, V62, P4623 WATTS DJ, 1998, NATURE, V393, P440 WEIDLICH W, 1991, PHYS REP, V204, P1 YOUNG HP, 1998, INDIVIDUAL STRATEGY ZANETTE DH, 2001, PHYS REV E 1, V64 ZEKRI N, 2001, PHYS REV E 2, V64 TC 0 BP 387 EP 391 PG 5 JI Eur. Phys. J. B PY 2002 PD APR VL 26 IS 3 GA 551LN PI NEW YORK RP Kuperman M Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000175563300016 ER PT Journal AU [Anon] TI ITRS wants to see a small world SO SOLID STATE TECHNOLOGY LA English DT Article NR 0 SN 0038-111X PU PENNWELL PUBL CO TC 0 BP 44 EP 44 PG 1 JI Solid State Technol. PY 2002 PD MAY VL 45 IS 5 GA 546ZR PI NORTHBROOK J9 SOLID STATE TECHNOL PA P O BOX 3284, NORTHBROOK, IL 60065-3284 USA UT ISI:000175307700008 ER PT Journal AU Zanette, DH TI Dynamics of rumor propagation on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 21 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina ID MODEL; PERCOLATION AB We study the dynamics of an epidemiclike model for the spread of a rumor on a small-world network. It has been shown that this model exhibits a transition between regimes of localization and propagation at a finite value of the network randomness. Here, by numerical means, we perform a quantitative characterization of the evolution in the two regimes. The variant of dynamic small worlds, where the quenched disorder of small-world networks is replaced by randomly changing connections between individuals, is also analyzed in detail and compared with a mean-field approximation. CR BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DERRIDA B, 1986, EUROPHYS LETT, V1, P45 FRAUENTHAL JC, 1980, MATH MODELLING EPIDE KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 MANRUBIA SC, 2001, EUROPHYS LETT, V53, P693 MONTROLL EW, 1979, FLUCTUATION PHENOMEN MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 MURRAY JD, 1993, MATH BIOL NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PASTORSATORRAS R, 2001, PHYS REV E 2, V63 PASTORSATORRAS R, 2001, PHYS REV LETT, V86, P3200 SUDBURY A, 1985, J APPL PROBAB, V22, P443 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS ZANETTE DH, 2001, PHYS REV E 1, V64 TC 0 BP art. no. EP 041908 PG 9 JI Phys. Rev. E PY 2002 PD APR VL 65 IS 4 PN 1 GA 544EZ PI COLLEGE PK RP Zanette DH Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000175146400082 ER PT Journal AU Hong, H Choi, MY Kim, BJ TI Phase ordering on small-world networks with nearest-neighbor edges SO PHYSICAL REVIEW E LA English DT Article NR 19 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Korea Adv Inst Study, Sch Phys, Seoul 130012, South Korea Seoul Natl Univ, Dept Phys, Seoul 151747, South Korea Ajou Univ, Dept Mol Sci & Technol, Suwon 441749, South Korea ID SYSTEMS; OSCILLATORS; POPULATION; DYNAMICS; MODELS AB We investigate global phase coherence in a system of coupled oscillators on small-world networks constructed from a ring with nearest-neighbor edges. The effects of both thermal noise and quenched randomness on phase ordering are examined and compared with the global coherence in the corresponding XY model without quenched randomness. It is found that in the appropriate regime phase ordering emerges at finite temperatures, even for a tiny fraction of shortcuts. The nature of the phase transition is also discussed. CR ALBERT R, 1999, NATURE, V401, P130 BARRAT A, 2000, EUR PHYS J B, V13, P547 BOTET R, 1982, PHYS REV LETT, V49, P478 BURDEN RL, 1997, NUMERICAL ANAL, P280 DAIDO H, 1992, PHYS REV LETT, V68, P1073 DAIDO H, 1987, PROG THEOR PHYS, V77, P622 GITTERMAN M, 2000, J PHYS A-MATH GEN, V33, P8373 HONG H, 2002, PHYS REV E 2, V65 KIM BJ, 2001, PHYS REV E 2, V64 KURAMOTO Y, 1987, J STAT PHYS, V49, P569 KURAMOTO Y, 1975, P INT S MATH PROBL T LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 SAKAGUCHI H, 1988, PROG THEOR PHYS, V79, P39 SAKAGUCHI H, 1987, PROG THEOR PHYS, V77, P1005 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 0 BP art. no. EP 047104 PG 4 JI Phys. Rev. E PY 2002 PD APR VL 65 IS 4 PN 2B GA 544FB PI COLLEGE PK RP Hong H Korea Adv Inst Study, Sch Phys, Seoul 130012, South Korea J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000175146600066 ER PT Journal AU Krajnc, B Marhl, M TI The small world in biophysical systems structural properties of glycolysis and the TCA cycle in Escherichia coli SO CELLULAR & MOLECULAR BIOLOGY LETTERS LA English DT Article NR 4 SN 1425-8153 PU CELLULAR & MOLECULAR BIOLOGY LETTERS C1 Univ Maribor, Dept Phys, Fac Educ, Koroska Cesta 160, SI-2000 Maribor, Slovenia Univ Maribor, Dept Phys, Fac Educ, SI-2000 Maribor, Slovenia DE small world network; glycolysis; TCA cycle; Escherichia coli ID NETWORKS AB It has been shown that the central metabolic network of Escherichia coli is of the small-world type. In this paper, we present that the metabolic network of glycolysis and TCA cycle as a part of the E. coli metabolism is also a small-world network. We found that the hubs of the studied network are consistent with those found in the complete metabolic network. The evolutionary meaning of this finding is discussed. CR FELL DA, 2000, ANIMATING CELLULAR M, P79 FELL DA, 2001, P R SOC LOND B, V268, P1803 JEONG H, 2000, NATURE, V407, P651 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 129 EP 131 PG 3 JI Cell. Mol. Biol. Lett. PY 2002 VL 7 IS 1 GA 544JG PI WROCLAW RP Krajnc B Univ Maribor, Dept Phys, Fac Educ, Koroska Cesta 160, SI-2000 Maribor, Slovenia J9 CELL MOL BIOL LETT PA UNIV WROCLAW, INST BIOCHEM, DEPT GENETIC BIOCHEMISTRY, PRZBYSZEWSKIEGO 63/77, 51-148 WROCLAW, POLAND UT ISI:000175154000022 ER PT Journal AU McCue, B TI Another view of the "small world" SO SOCIAL NETWORKS LA English DT Article NR 16 SN 0378-8733 PU ELSEVIER SCIENCE BV C1 4915 Cherokee Ave, Alexandria, VA 22312 USA DE small world; acquaintance volume AB Coincidental re-introductions to established acquaintances suggest that one draws one's acquaintances from a hypothetical, homogeneous "small world", not to be confused with an acquaintance chain or an acquaintance volume. The world's size can be estimated from the coincidences, given an estimate of the acquaintance volume. A typical Freeman-Thompson phonebook test score and a dozen coincidental introductions give an estimated "small world" of about 1,300,000 persons. Even single cities are much larger, so this result points to the fragmented and insular structure not just of acquaintanceship volumes, but of the milieux from which they are drawn. Conversely, assumptions about the size of the world from which acquaintances are drawn can be combined with information on coincidental introductions to shed light on the size of the acquaintance volume. (C) 2002 Elsevier Science B.V. All rights reserved. CR BRIDGEMAN P, 1938, LOGIC MODERN PHYSICS EDWARDS AWF, 1992, LIKELIHOOD EXPANDED FELLER W, 1968, INTRO PROBABILITY TH, V1 GIGERENZER G, 1989, EMPIRE CHANCE PROBAB JEFFREYS H, 1961, THEORY PROBABILITY KILLWORTH PD, 1990, SOC NETWORKS, V12, P289 KOCHEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 LASSWELL TE, 1965, CLASS STRATUM INTRO MCCUE B, 2000, MILITARY OPER RES, V5, P5 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PALMER J, 1975, JANES DICT NAVAL TER SOLOMONOFF R, 1952, B MATH BIOPHYS, V14, P153 SOLOMONOFF R, 1951, B MATH BIOPHYS, V13, P107 TRAVERS J, 1970, SOCIOMETRY, V32, P425 WATTS D, 1999, SMALL WORLDS DYNAMIC TC 0 BP 121 EP 133 PG 13 JI Soc. Networks PY 2002 PD MAY VL 24 IS 2 GA 542EP PI AMSTERDAM RP McCue B 4915 Cherokee Ave, Alexandria, VA 22312 USA J9 SOC NETWORKS PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000175030800002 ER PT Journal AU Ahmed, E Hegazi, AS Elgazzar, AS TI An epidemic model on small-world networks and ring vaccination SO INTERNATIONAL JOURNAL OF MODERN PHYSICS C LA English DT Article NR 15 SN 0129-1831 PU WORLD SCIENTIFIC PUBL CO PTE LTD C1 Mansoura Univ, Fac Sci, Dept Math, Mansoura 35516, Egypt Mansoura Univ, Fac Sci, Dept Math, Mansoura 35516, Egypt United Arab Emirates Univ, Fac Sci, Dept Math, Al Ain, U Arab Emirates Max Planck Inst Phys Komplexer Syst, D-01187 Dresden, Germany Fac Educ, Dept Math, Al Arish, Egypt DE epidemics models; FMD outbreaks; ring vaccination; small-world networks; nonlocal interactions ID PERCOLATION AB A modified version of susceptible-infected-recovered- susceptible (SIRS) model for the outbreaks of foot-and-mouth disease (FMD) is introduced. The model is defined on small- world networks, and a ring vaccination programme is included. This model can be a theoretical explanation for the nonlocal interactions in epidemic spreading. Ring vaccination is capable of eradicating FMD provided that the probability of infection is high enough. Also an analytical approximation for this model is studied. CR AHMED E, 2000, EUR PHYS J B, V16, P569 BALL F, 1999, MATH BIOSCI, V156, P41 BOLLOBAS B, 1985, RANDOM GRAPHYS CHATTERJEE N, 1996, PHYSICA A, V224, P422 EDELSTEINKESHET L, 1988, MATH MODELS BIOL ELGAZZAR AS, 2001, IN PRESS PHYSICA A GREENHALGH D, 1986, COMM STAT STOCH MODE, V2, P339 LAJMANOVICH A, 1976, MATH BIOSCI, V28, P221 MATHIAS N, 2001, PHYS REV E, V63, P21117 MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 MULLER J, 2000, J MATH BIOL, V41, P143 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 WATTS DJ, 1998, NATURE, V393, P440 ZANETTE DH, 2000, CONDMAT0003174 TC 0 BP 189 EP 198 PG 10 JI Int. J. Mod. Phys. C PY 2002 PD FEB VL 13 IS 2 GA 540EE PI SINGAPORE RP Ahmed E Mansoura Univ, Fac Sci, Dept Math, Mansoura 35516, Egypt J9 INT J MOD PHYS C PA JOURNAL DEPT PO BOX 128 FARRER ROAD, SINGAPORE 912805, SINGAPORE UT ISI:000174915900005 ER PT Journal AU Zhang, H Goel, A Govindan, R TI Using the small-world model to improve Freenet performance SO COMPUTER COMMUNICATION REVIEW LA English DT Article NR 6 SN 0146-4833 PU ASSOC COMPUTING MACHINERY C1 Univ So Calif, Inst Informat Sci, Marina Del Rey, CA 90292 USA Univ So Calif, Inst Informat Sci, Marina Del Rey, CA 90292 USA Univ So Calif, Dept Comp Sci, Marina Del Rey, CA 90292 USA CR KLEINBERG J, 2000, 991776 CORN COMP SCI KLEINBERG J, 2000, NATURE, V406 KUBIATOWICZ J, 2000, P 9 INT C ARCH SUPP RATNASWAMY S, 2001, SCALABLE CONTENT ADD STOICA I, 2001, CHORD PEER TO PEER L WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 79 EP 79 PG 1 JI Comput. Commun. Rev. PY 2002 PD JAN VL 32 IS 1 GA 539UN PI NEW YORK RP Zhang H Univ So Calif, Inst Informat Sci, Marina Del Rey, CA 90292 USA J9 COMPUT COMMUN REV PA 1515 BROADWAY, NEW YORK, NY 10036 USA UT ISI:000174890100028 ER PT Journal AU Davidsen, J Ebel, H Bornholdt, S TI Emergence of a small world from local interactions: Modeling acquaintance networks SO PHYSICAL REVIEW LETTERS LA English DT Article NR 26 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Univ Kiel, Inst Theoret Phys, Leibnizstr 15, D-24098 Kiel, Germany Univ Kiel, Inst Theoret Phys, D-24098 Kiel, Germany ID HYDRA AB How do we make acquaintances? A simple observation from everyday experience is that often one of our acquaintances introduces us to one of his or her acquaintances. Such a simple triangle interaction may be viewed as the basis of the evolution of many social networks. Here, it is demonstrated that this assumption is sufficient to reproduce major nontrivial features of social networks: short path length, high clustering, and scale-free or exponential link distributions. CR ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 2002, REV MOD PHYS, V47, P74 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, CONDMAT0104162 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BORNHOLDT S, 2001, PHYS REV E 2, V64 DOROGOVTSEV SN, CONDMAT0106144 HAGER G, 1997, DEVELOPMENT, V124, P569 JIN EM, 2001, PHYS REV E 2, V64 KLEMM K, CONDMAT0107607 KOCHEN M, 1989, SMALL WORLD MATHIAS N, 2001, PHYS REV E 1, V63 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PASTORSATORRAS R, 2001, PHYS REV LETT, V86, P3200 STROGATZ SH, 2001, NATURE, V410, P268 TECHNAU U, 2000, P NATL ACAD SCI USA, V97, P12127 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1998, SMALL WORLDS DYNAMIC TC 0 BP art. no. EP 128701 PG 4 JI Phys. Rev. Lett. PY 2002 PD MAR 25 VL 88 IS 12 GA 533QP PI COLLEGE PK RP Davidsen J Univ Kiel, Inst Theoret Phys, Leibnizstr 15, D-24098 Kiel, Germany J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174542000076 ER PT Journal AU Svenson, P Johnston, DA TI Damage spreading in small world Ising models SO PHYSICAL REVIEW E LA English DT Article NR 26 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Swedish Def Res Agency, Dept Data & Informat Fus, Div Command & Control Warfare Technol, SE-17290 Stockholm, Sweden Chalmers Univ Technol, Inst Theoret Phys, SE-41296 Gothenburg, Sweden Univ Gothenburg, SE-41296 Gothenburg, Sweden Heriot Watt Univ, Dept Math, Edinburgh EH14 4AS, Midlothian, Scotland ID DYNAMICS AB We study damage spreading in the ferromagnetic Ising model on small world networks using Monte Carlo simulation with Glauber dynamics. The damage spreading temperature T-d is determined as a function of rewiring probability p for small world networks obtained by rewiring the two-dimensional square and three dimensional cubic lattices. We find that the damage for different values of p collapse onto master curves when plotted against a rescaled temperature and that the distance between T- d and the critical temperature T-c increases with p. We argue that when using the Ising model to study social systems, it is necessary to place the spins on a small world network rather than on a regular lattice. CR ALBERT R, CONDMAT0106096 ANDERSON PW, 1984, EMERGING SYNTHESES S, P17 BARRAT A, 2000, EUR PHYS J B, V13, P527 BINNEY JJ, 1992, THEORY CRITICAL PHEN BOLLOBAS B, 1985, RANDOM GRAPHS DICKMAN R, CONDMAT0012079 DOROGOVTSEV SN, CONDMAT0106144 GALAM S, 1997, PHYSICA A, V238, P66 GITTERMAN M, 2000, J PHYS A-MATH GEN, V33, P8373 GRASSBERGER P, 1995, J PHYS A, V28, PL67 GRASSBERGER P, 1995, PHYSICA A, V214, P547 GRIMMETT GR, 1992, PROBABILITY RANDOM P HEEREMA M, 1999, PHYS REV E A, V60, P3646 HINRICHSEN H, 1998, J STAT PHYS, V91, P807 KAUFFMAN SA, 1969, J THEOR BIOL, V22, P437 KNUTH DE, 1997, SEMINUMERICAL ALGORI, V2 LI W, 1997, PATTERN FORMATION PH, P189 METROPOLIS N, 1953, J CHEM PHYS, V21, P1087 MEZARD M, 1987, SPIN GLASS THEORY NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 STANLEY HE, 1987, PHYS REV LETT, V59, P2326 VOJTA T, 1998, J PHYS A-MATH GEN, V31, P6595 VOJTA T, 1998, PHYS REV E, V58, P798 VOJTA T, 1997, PHYS REV E A, V55, P5157 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 0 BP art. no. EP 036105 PG 7 JI Phys. Rev. E PY 2002 PD MAR VL 65 IS 3 PN 2A GA 533UN PI COLLEGE PK RP Svenson P Swedish Def Res Agency, Dept Data & Informat Fus, Div Command & Control Warfare Technol, SE-17290 Stockholm, Sweden J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548900028 ER PT Journal AU Karimipour, V Ramzanpour, A TI Correlation effects in a simple model of a small-world network SO PHYSICAL REVIEW E LA English DT Article NR 32 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Sharif Univ Technol, Dept Phys, POB 11365-9161, Tehran, Iran Sharif Univ Technol, Dept Phys, Tehran, Iran ID PERCOLATION AB We analyze the effect of correlations in a simple model of a small-world network by obtaining exact analytical expressions for the distribution of shortest paths in the network. We enter correlations into a simple model with a distinguished site, by taking the random connections to this site from an Ising distribution. Our method shows how the transfer-matrix technique can be used in the new context of small-world networks. CR ALBERT R, CONDMAT0106096 ALBERT R, 1999, NATURE, V401, P130 BAGNOLI F, 2001, PHYS REV E 1, V64 BARRAT A, 2000, EUR PHYS J B, V13, P547 BIANCONI G, 2001, PHYS REV LETT, V86, P5632 BOLLAOAS B, 1985, RANDOM GRAPHS DAVIDSEN J, CONDMAT0108302 DOROGOVTSEV SN, 2000, EUROPHYS LETT, V50, P1 ERDOS P, 1959, PUBL MATH-DEBRECEN, V6, P290 FERNANDEZ LFL, 2000, PHYS REV LETT, V84, P2758 JESPERSEN S, 2000, PHYS REV E A, V62, P6270 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 KASTURIRANGAN R, CONDMAT9904055 KLEINBERG JM, 2000, NATURE, V406, P845 KLEMM K, CONDMAT0107607 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 KUPERMAN M, 2001, PHYS REV E 2, V64 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 LATORA V, IN PRESS PHYS REV LE MANRUBIA SC, 2001, EUROPHYS LETT, V53, P693 MATHIAS N, 2001, PHYS REV E 1, V63 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P525 MOORE C, 2000, PHYS REV E B, V62, P7059 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PUNIYANI AR, CONDMAT0107212 SCALA A, 2001, EUROPHYS LETT, V55, P594 SEN P, CONDMAT0105346 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS ZANETTE DH, CONDMAT0105596 TC 0 BP art. no. EP 036122 PG 5 JI Phys. Rev. E PY 2002 PD MAR VL 65 IS 3 PN 2A GA 533UN PI COLLEGE PK RP Karimipour V Sharif Univ Technol, Dept Phys, POB 11365-9161, Tehran, Iran J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548900045 ER PT Journal AU Cosenza, MG Tucci, K TI Turbulence in small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 19 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Los Andes, Ctr Astrofis Teor, Apartado Postal 26, Merida 5251, Venezuela Univ Los Andes, Ctr Astrofis Teor, Merida 5251, Venezuela Univ Los Andes, SUMA CeSiMo, Merida 5251, Venezuela ID COUPLED MAP LATTICES; SPATIO-TEMPORAL INTERMITTENCY; SPATIOTEMPORAL INTERMITTENCY; TRANSITION; SYSTEMS AB The transition to turbulence via spatiotemporal intermittency is investigated in the context of coupled maps defined on small-world networks. The local dynamics is given by the Chate- Manneville minimal map previously used in studies of spatiotemporal intermittency in ordered lattice. The critical boundary separating laminar and turbulent regimes is calculated on the parameter space of the system, given by the coupling strength and the rewiring probability of the network. Windows of relaminarization are present in some regions of the parameter space. New features arise in small-world networks; for instance, the character of the transition to turbulence changes from second-order to a first-order phase transition at some critical value of the rewiring probability. A linear relation characterizing the change in the order of the phase transition is found. The global quantity used as order parameter for the transition also exhibits nontrivial collective behavior for some values of the parameters. These models may describe several processes occurring in nonuniform media where the degree of disorder can be continuously varied through a parameter. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 CHATE H, 1988, EUROPHYS LETT, V6, P591 CHATE H, 1989, NEW TRENDS NONLINEAR CHATE H, 1988, PHYSICA D, V32, P409 CHATE H, 1992, PROG THEOR PHYS, V87, P1 CILIBERTO S, 1988, PHYS REV LETT, V60, P286 COSENZA MG, 1994, CHAOS, V4, P99 COSENZA MG, 2000, CHAOS SOLITON FRACT, V11, P2039 COSENZA MG, 1996, PHYS REV E A, V53, P6032 GRASSBERGER P, 1991, PHYSICA D, V50, P177 KANEKO K, 1990, PHYSICA D, V41, P137 KANEKO K, 1985, PROG THEOR PHYS, V74, P1033 MANNEVILLE P, 1990, DISSIPATIVE STRUCTUR MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, CONDMAT0001118 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 STASSINOPOULOS D, 1992, PHYS REV A, V45, P675 VOLCHENKOV D, NLINSYS0104030 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP art. no. EP 036223 PG 6 JI Phys. Rev. E PY 2002 PD MAR VL 65 IS 3 PN 2A GA 533UN PI COLLEGE PK RP Cosenza MG Univ Los Andes, Ctr Astrofis Teor, Apartado Postal 26, Merida 5251, Venezuela J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174548900093 ER PT Journal AU Newport, JP TI Big game, small world - A basketball adventure SO NEW YORK TIMES BOOK REVIEW LA English DT Book Review NR 1 SN 0028-7806 PU NEW YORK TIMES CR WOLFF A, BIG GAME SMALL WORLD TC 0 BP 9 EP 9 PG 1 JI N. Y. Times Book Rev. PY 2002 PD MAR 24 GA 532EX PI NEW YORK J9 N Y TIMES BOOK REV PA 229 W 43RD ST, NEW YORK, NY 10036-3959 USA UT ISI:000174459600005 ER PT Journal AU Bagnoli, F Bezzi, M TI Is the "small world" effect relevant to evolution SO RIVISTA DI BIOLOGIA-BIOLOGY FORUM LA English DT Article NR 15 SN 0035-6050 PU TILGHER-GENOVA S A S C1 Univ Florence, Dipartimento Matemat Applicata, Via S Marta 3, I-50139 Florence, Italy Univ Florence, Dipartimento Matemat Applicata, I-50139 Florence, Italy AB Mutations and selection are the driving forces of biological evolution. We model here the simplest case: an evolving population of asexual organisms. We consider two kinds of mutations: point mutations, corresponding to local displacements in the genotypic space, and all the other genotypic rearrangements, equivalent to long-range jumps. We show that a small-world effect is present in evolution: even a small fraction of quenched long-range jumps makes the results indistinguishable from those obtained by assuming all mutations equiprobable. We apply this result to the evolution Of a population on a smooth fitness landscape, showing that the equilibrium distribution is a Boltzmann one, in which the fitness plays the role of an energy, and mutations that of a temperature. CR BAGNOLI F, 2000, ANN REV COMPUTATIONA BAGNOLI F, 1995, J THEOR BIOL, V173, P271 BAGNOLI F, 2001, PHYS REV E 1, V64 BAGNOLI F, 1997, PHYS REV LETT, V79, P3302 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P5 FISHER RA, 1930, GENETICAL THEORY NAT GOULD S, 1997, PALEOBIOLOGY, V3, P114 GOULD SJ, 1993, NATURE, V366, P223 HARTLE DL, 1988, PRIMER POPULATION GE KIMURA M, 1983, NEUTRAL THEORY MOL E MONASSON R, 1999, EUR PHYS J B, V12, P60 PELITI L, 1996, PHYSICS BIOMATERIALS, P287 SMITH JM, 1998, EVOLUTIONARY GENETIC WATTS DJ, 1998, NATURE, V393, P440 WRIGHT S, 1932, 6TH P INT C GEN, V1, P356 TC 0 BP 487 EP 497 PG 11 JI Riv. Biol.-Biol. Forum PY 2001 PD SEP-DEC VL 94 IS 3 GA 531BW PI GENOA RP Bagnoli F Univ Florence, Dipartimento Matemat Applicata, Via S Marta 3, I-50139 Florence, Italy J9 RIV BIOL-BIOL FORUM PA VIA ASSAROTTI 31/15, 16122 GENOA, ITALY UT ISI:000174397000007 ER PT Journal AU Blumen, A Jasch, F TI Energy transport and trapping in polymeric media: Small-world networks SO JOURNAL OF PHYSICAL CHEMISTRY A LA English DT Article NR 59 SN 1089-5639 PU AMER CHEMICAL SOC C1 Univ Freiburg, Hermann Herder Str 3, D-79104 Freiburg, Germany Univ Freiburg, D-79104 Freiburg, Germany ID RANDOM-WALKS; ULTRAMETRIC SPACES; EXCIPLEX CHEMISTRY; REACTION- KINETICS; FRACTAL BEHAVIOR; DIFFUSION; DYNAMICS; SYSTEMS; MODELS AB Energy transfer in polymers is characterized by nonexponential decays, mostly due to the disorder of the underlying medium. In this work we take as models for the medium small-world networks (SWNs). SWNs are built starting from regular lattices (say from linear chains) through the insertion (with probability p) of additional links, which then connect distant pairs of sites. In this way SWNs combine random and regular features. As a dynamical problem we evaluate the energy migration followed by trappin g (quenching) by acceptors, randomly distributed over the SWN, and compare the trapping decay to the forms found when the underlying structures are regular lattices, fractals or ultrametric spaces; as we show, trapping on SWNs displays new decay aspects. CR ALEXANDER S, 1982, J PHYS LETT-PARIS, V43, PL625 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BALAGUROV BY, 1974, ZH EKSP TEOR FIZ, V38, P968 BARHAIM A, 1997, J AM CHEM SOC, V119, P6197 BARRAT A, 2000, EUR PHYS J B, V13, P547 BENAVRAHAM D, 2000, DIFFUSION REACTIONS BLUMEN A, 1996, COMPUTATIONAL PHYSIC, P102 BLUMEN A, 2001, IN PRESS J NONCRYST BLUMEN A, 1986, J PHYS A, V19, PL77 BLUMEN A, 1986, J PHYS A, V19, PL861 BLUMEN A, 1986, OPTICAL SPECTROSCOPY, P199 BLUMEN A, 1989, P ROY SOC LOND A MAT, V423, P189 BLUMEN A, 1984, PHYS REV B, V30, P5379 BOLLOBAS B, 1985, RANDOM GRAPHS BUNDE A, 1996, FRACTALS DISORDERED BUNDE A, 1997, PHYS REV LETT, V78, P3338 BURIONI R, 2000, EUR PHYS J B, V15, P665 CASSI D, 1989, EUROPHYS LETT, V9, P627 CASSI D, 1992, PHYS REV B, V45, P454 CHAKRABARTI BK, 1985, J PHYS A, V18, PL373 CHAKRABARTI BK, 1983, J PHYS A, V17, PL547 DONSKER MD, 1979, COMMUN PURE APPL MAT, V32, P721 GALLOS LK, 2001, PHYS REV E 1, V63 GURTOVENKO AA, 2001, J CHEM PHYS, V115, P4924 HAVLIN S, 1984, PHYS REV LETT, V53, P407 ITO S, 2001, APPL PHYS LETT, V78, P2566 JASCH F, 2001, PHYS REV E 1, V63 JASCH F, 2001, PHYS REV E 2, V64 JESPERSEN S, 2000, J CHEM PHYS, V113, P7652 JESPERSEN S, 2000, PHYS REV E A, V62, P6270 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 KLAFTER J, 1984, J CHEM PHYS, V80, P875 KLAFTER J, 1984, J PHYS LETT, V45, PL49 KLAFTER J, 1984, J STAT PHYS, V36, P561 KOHLER GH, 1990, J PHYS A, V23, P5611 LAHTINEN J, 2001, PHYS REV E 2, V64 MASUHARA H, 1998, ANALYST, V123, P531 MATAGA N, 1999, ADV CHEM PHYS, V107, P431 MATAGA N, 2000, J PHYS CHEM B, V104, P10667 MATAGA N, 1997, PURE APPL CHEM, V69, P729 MONASSON R, 2000, EUR PHYS J B, V12, P555 MONTROLL EW, 1965, J MATH PHYS, V6, P167 MONTROLL EW, 1964, P S APPL MATH, V16, P193 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PALSZEGI T, 1998, MACROMOLECULES, V31, P2521 RAMMAL R, 1983, J PHYS LETT, V44, P13 SEN P, CONDMAT0105346 SOKOLOV IM, 1998, CZECH J PHYS, V48, P487 SOKOLOV IM, 1997, PHYS REV LETT, V79, P857 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC WEISS GH, 1983, ADV CHEM PHYS, V52, P363 WEISS GH, 1994, ASPECTS APPL RANDOM YANG YS, 1990, J PHYS A, V23, P319 YOSHIKAWA H, 2000, J PHYS CHEM B, V104, P3429 ZUMOFEN G, 1982, CHEM PHYS LETT, V88, P63 ZUMOFEN G, 1986, J CHEM PHYS, V84, P6679 ZUMOFEN G, 1985, J CHEM PHYS, V82, P3198 TC 0 BP 2313 EP 2317 PG 5 JI J. Phys. Chem. A PY 2002 PD MAR 14 VL 106 IS 10 GA 530QE PI WASHINGTON RP Blumen A Univ Freiburg, Hermann Herder Str 3, D-79104 Freiburg, Germany J9 J PHYS CHEM A PA 1155 16TH ST, NW, WASHINGTON, DC 20036 USA UT ISI:000174369800055 ER PT Journal AU Montoya, JM Sole, RV TI Small world patterns in food webs SO JOURNAL OF THEORETICAL BIOLOGY LA English DT Article NR 42 SN 0022-5193 PU ACADEMIC PRESS LTD C1 Univ Politecn Catalunya, Complex Syst Res Grp, FEN, Campus Nord B4, Barcelona 08034, Spain Univ Politecn Catalunya, Complex Syst Res Grp, FEN, Barcelona 08034, Spain Univ Alcala de Henares, Intercampus Dept Ecol, Alcala De Henares 28871, Spain Santa Fe Inst, Santa Fe, NM 87501 USA ID NETWORKS; DYNAMICS; COMMUNITIES; COMPLEXITY; ECOSYSTEM AB The analysis of some species-rich, well-defined food webs shows that they display the so-called small world behavior shared by a number of disparate complex systems. The three systems analysed (Ythan estuary web, Silwood web and the Little Rock lake web) have different levels of taxonomic resolution, but all of them involve high clustering and short path lengths (near two degrees of separation) between species. Additionally, the distribution of connections P(k) which is skewed in all the webs analysed shows long tails indicative of power-law scaling. These features suggest that communities might be self-organized in a non-random fashion that might have important consequences in their resistance to perturbations (such as species removal). The consequences for ecological theory are outlined. (C) 2002 Elsevier Science Ltd. CR ADAMIC L, 1999, P EUR C DIG LIB PAR, P443 ALBERT R, 2000, NATURE, V406, P378 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BAIRD D, 1989, ECOL MONOGR, V59, P329 BARABASI AL, 1999, SCIENCE, V286, P509 BOLLOBAS B, 1985, RANDOM GRAPHS BROWN JH, 1994, COMPLEXITY METAPHORS, P419 COHEN JE, 1990, COMMUNITY FOOD WEBS, V20 COHEN JE, 1989, ECOLOGISTS COOPERATI DRAKE JA, 1990, J THEOR BIOL, V147, P213 DRAKE JA, 1990, TRENDS ECOL EVOL, V5, P159 FELL DA, 2000, NAT BIOTECHNOL, V18, P1121 FERRER R, 2001, P ROY SOC LOND B BIO, V268, P2261 HALL SJ, 1991, J ANIM ECOL, V60, P823 HUXHAM M, 1996, OIKOS, V76, P284 JEONG H, 2000, NATURE, V407, P651 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 LLOYD AL, 2001, SCIENCE, V292, P1316 MARTINEZ ND, 1991, AM NAT, V139, P1208 MARTINEZ ND, 1991, ECOL MONOGR, V61, P367 MAY RM, 1974, STABILITY COMPLEXITY MEMMOTT J, 2000, J ANIM ECOL, V69, P1 PIMM SL, 1982, ECOLOGICAL FOOD WEBS PIMM SL, 1980, J ANIM ECOL, V49, P879 PIMM SL, 1991, NATURE, V350, P669 PIMM SL, 1977, NATURE, V268, P329 POLIS GA, 1996, AM NAT, V147, P813 POLIS GA, 1991, AM NAT, V138, P123 SOLE RV, 1996, COMPLEXITY, V4, P13 SOLE RV, 2001, IN PRESS MONOGRAPHS SOLE RV, 2001, P ROY SOC LOND B BIO, V268, P2039 SOLOW AR, 1999, AM NAT, V154, P587 SOLOW AR, 1998, ECOLOGY, V79, P2013 STROGATZ SH, 2001, NATURE, V410, P268 WAGNER A, 2001, IN PRESS P ROY SOC B WARREN PH, 1994, TRENDS ECOL EVOL, V4, P136 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS WILLIAMS RJ, 2000, NATURE, V404, P180 WILSON JB, 1999, OIKOS, V86, P507 WINEMILLER KO, 1990, ECOL MONOGR, V60, P331 YODZIS P, 1998, J ANIM ECOL, V67, P635 TC 1 BP 405 EP 412 PG 8 JI J. Theor. Biol. PY 2002 PD FEB 7 VL 214 IS 3 GA 529BL PI LONDON RP Montoya JM Univ Politecn Catalunya, Complex Syst Res Grp, FEN, Campus Nord B4, Barcelona 08034, Spain J9 J THEOR BIOL PA 24-28 OVAL RD, LONDON NW1 7DX, ENGLAND UT ISI:000174280100005 ER PT Journal AU Green, B TI 'Our Small World' SO CLAVIER LA English DT Music Score Review NR 1 SN 0009-854X PU INSTRUMENTALIST PUBL CO CR OLSON LF, OUR SMALL WORLD TC 0 BP 32 EP 32 PG 1 JI Clavier PY 2002 PD JAN VL 41 IS 1 GA 507FH PI NORTHFIELD J9 CLAVIER PA 200 NORTHFIELD RD, NORTHFIELD, IL 60093 USA UT ISI:000173016000021 ER PT Journal AU Almaas, E Kulkarni, RV Stroud, D TI Characterizing the structure of small-world networks SO PHYSICAL REVIEW LETTERS LA English DT Article NR 27 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Ohio State Univ, Dept Phys, 174 W 18th Ave, Columbus, OH 43210 USA Ohio State Univ, Dept Phys, Columbus, OH 43210 USA Univ Calif Davis, Dept Phys, Davis, CA 95616 USA ID MODEL; DYNAMICS AB We give exact relations for small-world networks (SWN's) which are independent of the "degree distribution," i.e., the distribution of nearest-neighbor connections. For the original SWN model, we illustrate how these exact relations can be used to obtain approximations for the corresponding basic probability distribution. In the limit of large system sizes and small disorder, we use numerical studies to obtain a functional fit for this distribution. Finally, we obtain the scaling properties for the mean-square displacement of a random walker, which are determined by the scaling behavior of the underlying SWN. CR ALBERT R, CONDMAT0106096 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 1999, SCIENCE, V286, P509 BARBOUR AD, CONDMAT0006001 BERNARD HR, 1988, ETHNOLOGY, V27, P155 COHEN JE, 1990, COMMUNITY FOOD WEBS DOROGOVTSEV SN, CONDMAT0106144 HUBERMAN BA, 1999, NATURE, V401, P131 HUBERMAN BA, 1999, SCIENCE, V280, P95 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 JOHNSON NL, 1995, CONTINUOUS UNIVARIAT, V2 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 MOLLOY M, 1995, RANDOM STRUCT ALGOR, V6, P161 MONASSON R, 1999, EUR PHYS J B, V12, P555 NEWMAN MEJ, CONDMAT0108542 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, 2001, PHYS REV E 1, V63 PUNIYANI AR, CONDMAT0107212 STROGATZ SH, 2001, NATURE, V410, P268 WARREN CP, CONDMAT0106450 WATTS DJ, 1998, NATURE, V393, P440 WILLIAMS RJ, 2000, NATURE, V404, P180 TC 0 BP art. no. EP 098101 PG 4 JI Phys. Rev. Lett. PY 2002 PD MAR 4 VL 88 IS 9 GA 527WZ PI COLLEGE PK RP Almaas E Ohio State Univ, Dept Phys, 174 W 18th Ave, Columbus, OH 43210 USA J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174212100076 ER PT Journal AU Newman, MEJ Jensen, I Ziff, RM TI Percolation and epidemics in a two-dimensional small world SO PHYSICAL REVIEW E LA English DT Article NR 22 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA Univ Melbourne, Dept Math & Stat, Parkville, Vic 3010, Australia Univ Michigan, Michigan Ctr Theoret Phys, Ann Arbor, MI 48109 USA Univ Michigan, Dept Chem Engn, Ann Arbor, MI 48109 USA ID NETWORKS AB Percolation on two-dimensional small-world networks has been proposed as a model for the spread of plant diseases. In this paper we give an analytic solution of this model using a combination of generating function methods and high-order series expansion. Our solution gives accurate predictions for quantities such as the position of the percolation threshold and the typical size of disease outbreaks as a function of the density of "shortcuts" in the small-world network. Our results agree with scaling hypotheses and numerical simulations for the same model. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS CONWAY A, 1995, J PHYS A-MATH GEN, V28, P335 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, 2000, EUROPHYS LETT, V50, P1 DUARTE JAMS, 1997, ANN REV COMPUTATIONA, V5 ENTING IG, 1996, NUCL PHYS B S, V47, P180 ESSAM JW, 1963, J CHEM PHYS, V38, P802 GAUNT DS, 1974, PHASE TRANSITIONS CR, V3 GRASSBERGER P, 1983, MATH BIOSCI, V63, P157 JENSEN I, 2001, J STAT PHYS, V102, P865 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 MOORE C, 2000, PHYS REV E B, V62, P7059 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V85 OZANA M, 2001, EUROPHYS LETT, V55, P762 WARREN CP, CONDMAT0106450 WARREN CP, UNPUB WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP art. no. EP 021904 PG 7 JI Phys. Rev. E PY 2002 PD FEB VL 65 IS 2 PN 1 GA 524XK PI COLLEGE PK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174038000069 ER PT Journal AU Hong, H Choi, MY Kim, BJ TI Synchronization on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 24 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Seoul Natl Univ, Dept Phys, Seoul 151747, South Korea Seoul Natl Univ, Dept Phys, Seoul 151747, South Korea Seoul Natl Univ, Ctr Theoret Phys, Seoul 151747, South Korea Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden ID OSCILLATORS; RELAXATION; POPULATION; TRANSITION; DYNAMICS; SYSTEMS; MODEL AB We investigate collective synchronization in a system of coupled oscillators on small-world networks. The order parameters that measure synchronization of phases and frequencies are introduced and analyzed by means of dynamic simulations and finite-size scaling. Phase synchronization is observed to emerge in the presence of even a tiny fraction P of shortcuts and to display saturated behavior for Pgreater than or similar to0.5. This indicates that the same synchronizability as the random network (P = 1) can be achieved with relatively small number of shortcuts. The transient behavior of the synchronization, obtained from the measurement of the relaxation time, is also discussed. CR ALBERT R, CONDMAT0106096 ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, 1999, SCIENCE, V286, P509 BOTET R, 1982, PHYS REV LETT, V49, P478 BURDEN RL, 1997, NUMERICAL ANAL, P280 DAIDO H, 1992, PHYS REV LETT, V68, P1073 DAIDO H, 1987, PROG THEOR PHYS, V77, P622 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, CONDMAT0106144 HONG H, IN PRESS PHYS REV E KIM BJ, 1997, PHYS REV B, V56, P6007 KIM BJ, 2001, PHYS REV E 2, V64 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA KURAMOTO Y, 1987, J STAT PHYS, V49, P569 KURAMOTO Y, 1975, P INT S MATH PROBL T LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SAKAGUCHI H, 1987, PROG THEOR PHYS, V77, P1005 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS WINFREE AT, 1980, GEOMETRY BIOL TIME TC 1 BP art. no. EP 026139 PG 5 JI Phys. Rev. E PY 2002 PD FEB VL 65 IS 2 PN 2 GA 524XN PI COLLEGE PK RP Hong H Seoul Natl Univ, Dept Phys, Seoul 151747, South Korea J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000174038300044 ER PT Journal AU [Anon] TI Proteomics in a small world SO NATURE STRUCTURAL BIOLOGY LA English DT Editorial Material NR 6 SN 1072-8368 PU NATURE AMERICA INC CR GAVIN AC, 2002, NATURE, V415, P141 GUARE J, 1990, 6 DEGREES SEPARATION HO Y, 2002, NATURE, V415, P180 JEONG H, 2000, NATURE, V407, P651 TEICHMANN SA, 2001, J MOL BIOL, V311, P693 TEICHMANN SA, 2001, TRENDS BIOTECHNOL, V19, P482 TC 0 BP 153 EP 153 PG 1 JI Nat. Struct. Biol. PY 2002 PD MAR VL 9 IS 3 GA 526RN PI NEW YORK J9 NATURE STRUCT BIOLOGY PA 345 PARK AVE SOUTH, NEW YORK, NY 10010-1707 USA UT ISI:000174143600001 ER PT Journal AU Sanchez, AD Lopez, JM Rodriguez, MA TI Nonequilibrium phase transitions in directed small-world networks SO PHYSICAL REVIEW LETTERS LA English DT Article NR 25 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Univ Cantabria, CSIC, Inst Fis Cantabria, E-39005 Santander, Spain Univ Cantabria, CSIC, Inst Fis Cantabria, E-39005 Santander, Spain ID WIDE-WEB; INTERNET; MODEL; DYNAMICS AB Many social, biological, and economic systems can be approached by complex networks of interacting units. In many of these systems relations are directed in the sense that links act only in one direction (outwards or inwards). We investigate the effect of directed links on the behavior of a simple spin-like model evolving on a small-world network. This model may describe fur instance the dynamics of public opinion in social influence networks. We show that directed networks may lead to a highly nontrivial phase diagram including first- and second- order phase transitions out of equilibrium. CR ALBERT R, 1999, NATURE, V401, P130 ALON U, 1999, NATURE, V397, P168 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 CALDARELLI G, 2000, EUROPHYS LETT, V52, P386 CASTELLANO C, 2000, PHYS REV LETT, V85, P3536 CRISANTI A, 1993, J PHYS A-MATH GEN, V26, P3441 FLORIAN R, 2000, EUR PHYS J B, V16, P189 GALAM S, 1996, PHYSICA A, V230, P174 HUBERMAN BA, 1999, NATURE, V401, P131 JEONG H, 2001, NATURE, V411, P42 JEONG H, 2000, NATURE, V407, P651 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 MCCANN K, 1998, NATURE, V395, P794 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, 2001, P NATL ACAD SCI USA, V98, P404 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PAINE RT, 1992, NATURE, V355, P73 PARISI G, 1986, J PHYS A, V19, PL675 PASTORSATORRAS R, 2001, PHYS REV LETT, V86, P3200 PIMM SL, 1991, NATURE, V350, P669 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 0 BP art. no. EP 048701 PG 4 JI Phys. Rev. Lett. PY 2002 PD JAN 28 VL 88 IS 4 GA 522QB PI COLLEGE PK RP Sanchez AD Univ Cantabria, CSIC, Inst Fis Cantabria, E-39005 Santander, Spain J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000173907500084 ER PT Journal AU Haigh, MJ TI Internationalisation of the curriculum: designing inclusive education for a small world SO JOURNAL OF GEOGRAPHY IN HIGHER EDUCATION LA English DT Article NR 81 SN 0309-8265 PU CARFAX PUBLISHING C1 Oxford Brookes Univ, Dept Geog, Oxford OX3 0BP, England Oxford Brookes Univ, Dept Geog, Oxford OX3 0BP, England DE internationalisation; multicultural; inclusive education; curriculum change; teaching strategies ID TEACHING GEOGRAPHY; PERSPECTIVES; PEDAGOGY; MEDIA AB Responding to the globalisation of commerce and communication and driven by competition in the multi-billion dollar international market for higher education, many universities are seeking to market their educational provision internationally. Feedback from some disappointed 'customers' has created pressure for change in the way that instruction is designed and delivered. This pressure is beginning to affect teachers in subjects perceived (is international in perspective. This paper reviews the strategies suggested by, Western universities to achieve internationalisation of the curriculum. Internationalisation is a major project that affects all aspects of a university's provision, including its priorities for staff development and career rewards. The challenge for course developers is to design a curriculum that serves global rather than national priorities, which does not rely, on prior knowledge of local provenance, where students front all sources share equal opportunities for advancement in (in inclusive learning environment, and which serves to introduce stay-at-home students to the demands of an increasingly multinational world of work. CR 2001, HIGHER ED AUSTRIA RE 1999, TIMES HIGHER ED 0723, P1 *CEC UKOSA, 2000, STUD MOB MAP TERT ED *FLC, 1998, INCL CURR DEV AUSTR *HESA, 2000, STUD HIGH ED I 1998, P62 *OUCPG, 2000, C REP CONS PAP INT C *QUT, 1997, TEACH LEARN PLAN *RKS, 1997, INT HIGH ED DENM ADLER NJ, 1987, HUM RESOURCE MANAGE, V26, P169 ALTBACH P, 1999, INT HIGHER ED, V15 APPLE MW, 2001, INT J INCLUSIVE ED, V5, P103 ASPAAS HR, 1998, J GEOGR HIGHER EDUC, V22, P211 BACK K, 1996, INT HIGHER ED GOALS BEAN M, 1995, J EXCELLENCE COLL TE, V6, P99 BLIGHT D, 2001, OPEN DOORS WEB BODYCOTT P, 2000, TEACHING HIGHER ED, V5, P79 BRADLEY D, 1997, INT ED 2 HEM NEW IM CALLAN H, 2000, HIGHER ED EUROPE UNE, V25, P15 COOK I, 2000, J GEOGR HIGHER EDUC, V24, P13 COULBY D, 1997, COMP EDUC, V33, P29 CRAFT M, 1998, INT J EDUC DEV, V18, P467 DELORS J, 1998, 4 PILLARS ED, V3, P1 DELORS J, 1998, LEARNING TREASURE RE DEWIT H, 1999, INT HIGHER ED, V15 DOBBERT ML, 1996, WORKING PAPERS SEMES, V2 FAIRGRIEVE J, 1926, GEOGRAPHY SCH FEDER T, 2001, PHYSICS TODAY MAY FIELDEN J, 1998, B CURRENT DOCUMENTAT, V133, P10 GASKIN S, 2002, IN PRESS J GEOGRAPY, P26 GIBBS G, 1995, HIGHER ED RES DEV, V14, P279 GIBSON M, 1977, ANTHR ED Q, V7, P7 GOLD JR, 1993, J GEOGR, V92, P213 GOLD JR, 1996, J GEOGR HIGHER EDUC, V20, P209 HAIGH MJ, 1984, 3 WORLD BOOK REV, V1, P2 HAIGH MJ, 2001, J GEOGR HIGHER EDUC, V25, P167 HAIGH MJ, 1995, VALUES ENV SOCIAL SC, P195 HARDWICK SW, 2000, J GEOGR HIGHER EDUC, V24, P123 HEALEY M, 2000, J GEOGR HIGHER EDUC, V24, P217 HILL J, 2002, UNPUB EVALUATION FOR HOFSTEDE G, 1993, CULTURES ORG INTERCU HOWITT R, 2001, J GEOGR HIGHER EDUC, V25, P147 JACKSON MG, 2000, ENV ED INDIA JACKSON MG, 1999, OUR LAND OUR LIFE KELLY J, 2000, 5 THINK PIECES INT KOH HK, 2001, INT HIGHER ED, V23, P1 KOZMA T, 2000, HIGHER ED EUROPE UNE, V25, P41 LEASK B, 1999, NLC NAT ED C INT ED LEDWITH S, 2001, IN PRESS INT J HUMAN, V12 LEDWITH S, 1998, MULTICULTURALISM STU LEMKE KA, 2000, J GEOGR HIGHER EDUC, V24, P87 LENN M, 1996, REPORT ACTIVITIES GL LIDSTONE J, 2001, UNPUB INT GEOGR UN C LIGHT D, 1998, J GEOGR HIGHER EDUC, V22, P185 MAGUIRE S, 1907, J GEOGRAPHY HIGHER E, V25, P233 MARTIN K, 2000, U W AUSTR ISSUES TEA, V6, P1 MCBURNE G, 2000, HIGHER ED EUROPE UNE, V25, P63 MCDOWELL L, 1994, AREA, V26, P241 MONK J, 2000, J GEOGR HIGHER EDUC, V24, P163 MOREY AI, 2000, HIGHER ED EUROPE, V25, P25 MORRIS EW, 1996, WORKING PAPERS SEMES, V9, P1 NAIRN K, 2000, J GEOGR HIGHER EDUC, V24, P246 NUMAN T, 1999, INT ISSUES DEV STRAT PETERSON TK, 2000, ED WEEK WEB 1122, P1 PICKERING J, 2001, INT ED ELECT J, V5 RYAN J, 2000, GUIDE TEACHING INT S SADIKI L, 1998, INT CURRICULUM 21 CE SCHNEIDER SC, 1997, MANAGING CULTURES SEYMOUR D, 2002, UNPUB CULTURES CONTA SHEPHERD IDH, 2000, J GEOGR HIGHER EDUC, V24, P285 SNELLMAN O, 1995, INT HIGHER ED GOALS SPANGLER MS, 2000, B AM ASS HIGHER ED STOLTMAN JP, 1997, J GEOGR, V96, P32 STOTT P, 2000, POLITICAL ECOLOGY SC SURIAN A, 1996, ED GLOBAL CITIZENSHI TRAN H, 2000, INT HIGHER ED, V18 ULTSCH F, 2001, IMPROVING STUDENT LE, P363 ULTSCH F, 2002, UNPUB INDIVIDUAL ACA VANDERWENDE M, 1997, J STUDIES INT ED, V1, P53 WADDINGTON SB, 2001, J GEOGR HIGHER EDUC, V25, P67 WARD A, 1999, ORAL HIST, V27, P77 WARWICK D, 1999, 6 ASS U ADM AUA C MA TC 0 BP 49 EP 66 PG 18 JI J. Geogr. High. Educ. PY 2002 PD MAR VL 26 IS 1 GA 522QX PI BASINGSTOKE RP Haigh MJ Oxford Brookes Univ, Dept Geog, Oxford OX3 0BP, England J9 J GEOGR HIGHER EDUC PA RANKINE RD, BASINGSTOKE RG24 8PR, HANTS, ENGLAND UT ISI:000173909400005 ER PT Journal AU Wang, XF Chen, GR TI Synchronization in small-world dynamical networks SO INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS LA English DT Article NR 12 SN 0218-1274 PU WORLD SCIENTIFIC PUBL CO PTE LTD C1 Shanghai Jiao Tong Univ, Dept Automat, Shanghai 200030, Peoples R China Shanghai Jiao Tong Univ, Dept Automat, Shanghai 200030, Peoples R China City Univ Hong Kong, Dept Elect Engn, Kowloon, Hong Kong, Peoples R China ID SYNCHRONOUS CHAOS; SYSTEMS; MODEL AB We investigate synchronization in a network of continuous-time dynamical systems with small-world connections. The small-world network is obtained by randomly adding a small fraction of connection in an originally nearest-neighbor coupled network. We show that, for any given coupling strength and a sufficiently large number of cells, the small-world dynamical network will synchronize, even if the original nearest-neighbor coupled network cannot achieve synchronization under the same condition. CR CHUA LO, 1993, IEEE T CIRCUITS-I, V40, P732 GADE PM, 1996, PHYS REV E, V54, P64 GADE PM, 2000, PHYS REV E A, V62, P6409 HEAGY JF, 1994, PHYS REV E, V50, P1874 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MANRUBIA SC, 1999, PHYS REV E A, V60, P1579 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC WU CW, 1995, IEEE T CIRCUITS-I, V42, P430 TC 0 BP 187 EP 192 PG 6 JI Int. J. Bifurcation Chaos PY 2002 PD JAN VL 12 IS 1 GA 522NR PI SINGAPORE RP Wang XF Shanghai Jiao Tong Univ, Dept Automat, Shanghai 200030, Peoples R China J9 INT J BIFURCATION CHAOS PA JOURNAL DEPT PO BOX 128 FARRER ROAD, SINGAPORE 912805, SINGAPORE UT ISI:000173903900014 ER PT Journal AU Elgazzar, AS TI Application of the sznajd sociophysics model to small-world networks SO INTERNATIONAL JOURNAL OF MODERN PHYSICS C LA English DT Article NR 14 SN 0129-1831 PU WORLD SCIENTIFIC PUBL CO PTE LTD C1 Max Planck Inst Phys Komplexer Syst, Nothnitzer Str 38, D-01187 Dresden, Germany Max Planck Inst Phys Komplexer Syst, D-01187 Dresden, Germany Fac Educ, Dept Math, Al Arish 45111, Egypt DE Ising model; opinion formation models; small-world networks; leaders AB The Sznajd model for the opinion formation is generalized to small-world networks. This generalization destroyed the stalemate fixed point, Then a simple definition of leaders is included. No fixed points are observed. This model displays some interesting aspects in sociology. The model is investigated using time series analysis. CR BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BERNARDES AT, 2001, INT J MOD PHYS C, V12, P159 BOLLOBAS B, 1985, RANDOM GRAPHS CHANG I, 2001, IN PRESS INT J MOD C, V12 DEOLIVEIRA SM, 1999, EVOLUTION MONEY WAR HOLYST JA, 2000, PHYSICA A, V285, P1999 KACPERSKI K, 2000, PHYSICA A, V287, P631 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, 2000, CONDMAT0001118 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 STAUFFER D, 2001, IN PRESS COMPUTER PH STAUFFER D, 2000, INT J MOD PHYS C, V11, P1239 SZNAJDWERON K, 2000, INT J MOD PHYS C, V11, P1157 WATTS DJ, 1998, NATURE, V393, P440 TC 2 BP 1537 EP 1544 PG 8 JI Int. J. Mod. Phys. PY 2001 PD DEC VL 12 IS 10 GA 522LV PI SINGAPORE RP Elgazzar AS Max Planck Inst Phys Komplexer Syst, Nothnitzer Str 38, D-01187 Dresden, Germany J9 INT J MOD PHYS C PA JOURNAL DEPT PO BOX 128 FARRER ROAD, SINGAPORE 912805, SINGAPOR UT ISI:000173899500012 ER PT Journal AU Hepfer, W TI Big game, small world: A basketball adventure. SO LIBRARY JOURNAL LA English DT Book Review NR 1 SN 0363-0277 PU BOWKER MAGAZINE GROUP CAHNERS MAGAZINE DIVISION C1 SUNY Buffalo Lib, Buffalo, NY USA SUNY Buffalo Lib, Buffalo, NY USA CR WOLFF A, 2002, BIG GAME SMALL WORLD TC 0 BP 108 EP 108 PG 1 JI Libr. J. PY 2002 PD FEB 1 VL 127 IS 2 GA 516AG PI NEW YORK RP Hepfer W SUNY Buffalo Lib, Buffalo, NY USA J9 LIBR J PA 249 W 17TH ST, NEW YORK, NY 10011 USA UT ISI:000173528700131 ER PT Journal AU Gao, Z Hu, BB Hu, G TI Stochastic resonance of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 17 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Hong Kong Baptist Univ, Dept Phys, Hong Kong, Hong Kong, Peoples R China Hong Kong Baptist Univ, Dept Phys, Hong Kong, Hong Kong, Peoples R China Hong Kong Baptist Univ, Ctr Nonlinear Studies, Hong Kong, Hong Kong, Peoples R China Beijing Normal Univ, Dept Phys, Beijing 100875, Peoples R China Univ Houston, Dept Phys, Houston, TX 77204 USA ID SPATIOTEMPORAL SYNCHRONIZATION; SYSTEM AB Stochastic resonance (SR) of a coupled array of bistable oscillators with small-world connectivity is numerically studied. At certain coupling strength, it is found that both temporal SR and spatial synchronization of the oscillators can be considerably improved by increasing the order of randomness of the network, due to the long-range couplings. Moreover, our results show that a small fraction of long-range couplings is sufficient to obtain great improvement in SR and synchronization. CR AMEMIYA T, 1999, J PHYS CHEM A, V103, P3451 BARBAY S, 2000, PHYS REV LETT, V85, P4652 BENZI R, 1981, J PHYS A, V14, PL453 GAMMAITONI L, 1998, REV MOD PHYS, V70, P223 GIACOMELLI G, 1999, PHYS REV LETT, V2, P675 GREENWOOD PE, 2000, PHYS REV LETT, V84, P4773 HIDAKA I, 2000, PHYS REV LETT, V85, P3740 JIANG YJ, 2000, J PHYS CHEM A, V104, P8521 LINDNER JF, 1996, PHYS REV E, V53, P2081 LINDNER JF, 1995, PHYS REV LETT, V75, P3 RUSSELL DF, 1999, NATURE, V402, P291 STRIZHAK PE, 2000, PHYS CHEM CHEM PHYS, V2, P4721 SUNGAR N, 2000, PHYS REV E B, V62, P1413 TRETYAKOV MV, 1998, PHYS REV E, V57, P4789 TSINDLEKHT MI, 2000, PHYSICA C 2, V341, P1191 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLD TC 0 BP art. no. EP 016209 PG 4 JI Phys. Rev. E PY 2002 PD JAN VL 6501 IS 1 PN 2 GA 513YB PI COLLEGE PK RP Gao Z Hong Kong Baptist Univ, Dept Phys, Hong Kong, Hong Kong, Peoples R China J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000173407500052 ER PT Journal AU Martel, P TI The small world of publishing in Provencal at the time of the Felibrige (second half of the 19th century) SO BIBLIOTHEQUE DE L ECOLE DES CHARTES LA French DT Article NR 7 SN 0373-6237 PU LIBRAIRIE DROZ SA C1 Univ Montpellier 3, F-34032 Montpellier, France AB In the latter half of the 19th century, Provencal literature was deeply influenced by the rise of a revival movement led by the society known as the Felibrige, created in 1854 by Frederic Mistral and his friends. This study of the printed production of the Felibrige aims to assess the importance of Provencal writings in relation to the whole bulk of writings then printed in France and more particularly in the Provencal-speaking part of the country. It is based on the copyright ('depot legal') registers of the three departements mos productive in that field, namely Vaucluse (the birthplace of the Felibrige), Bouches-du-Rhone and Herault. The raw data thus collected (titles, names of authors and printers, numbers printed) not only provide the means of quantifying the Provencal output, but also shed light on the logistic foundations of a literary revival based on a language which had no real status in contemporary society. CR DUMAS R, 1987, ETUDES THEODORE AUBA, P98 EYGUN J, 1999, THESIS U MONTPELLIER JULIAN CP, 1924, ANTHOLOGIE FELIBRIGE LAFONT R, 1970, NOUVELLE HIST LIT OC MARTEL P, 1994, LENGAS, V36, P39 MARTEL P, 1999, REVOLUTION COUP ETAT, P177 MARTEL P, 1989, TEXTE OCCITAN PERIOD, P219 TC 0 BP 153 EP 170 PG 18 JI Bibl. Ecole Chartes PY 2001 PD JAN-JUN VL 159 IS 1 GA 487KZ PI GENEVA 12 RP Martel P Univ Montpellier 3, F-34032 Montpellier, France J9 BIBL EC CHARTES PA 11 RUE MASSOT CASE POSTALE 389, 1211 GENEVA 12, SWITZERLAND UT ISI:000171875400008 ER PT Journal AU Kleinfeld, JS TI The small world problem SO SOCIETY LA English DT Article NR 8 SN 0147-2011 PU TRANSACTION PERIOD CONSORTIUM C1 Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA ID NETWORKS CR BLASS T, 1992, ADV EXP SOC PSYCHOL, V25, P277 GUIOT JM, 1976, EUROPEAN J SOCIAL PS, V6, P503 KAHNEMAN D, 1996, PSYCHOL REV, V103, P582 KAPLAN DE, 1996, AM ARCHIVIST, V59, P288 KLEINBERG JM, 2000, NATURE, V406, P845 KOCHEN M, 1989, SMALL WORLD TRAVERS J, 1969, SOCIOMETRY, V32, P425 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 61 EP 66 PG 6 JI Society PY 2002 PD JAN-FEB VL 39 IS 2 GA 506PM PI PISCATAWAY RP Kleinfeld JS Univ Alaska, No Studies Program, Fairbanks, AK 99701 USA J9 SOCIETY PA RUTGERS UNIV, DEPT 8010, 35 BERRUE CIRCLE, PISCATAWAY, NJ 08854-8042 USA UT ISI:000172981000008 ER PT Journal AU Jasch, F Blumen, A TI Trapping of random walks on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 26 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Freiburg, D-79104 Freiburg, Germany Univ Freiburg, D-79104 Freiburg, Germany ID TRAPS; DIFFUSION; MODEL; RELAXATION AB We investigate the trapping of random walkers on small-world networks (SWN's), irregular graphs. We derive bounds for the survival probability Phi (SWN)(n) and display its analysis through cumulant expansions. Computer simulations are performed for large SWNs. We show that in the limit of infinite sizes, trapping on SWNs is equivalent to trapping on a certain class of random trees, which are grown during the random walk. CR ANLAUF JK, 1984, PHYS REV LETT, V52, P1845 BLUMEN A, 1986, J PHYS A, V19, PL77 BLUMEN A, 1984, PHYS REV B, V30, P5379 BLUMEN A, 1983, PHYS REV B, V28, P6112 BRAY AJ, 1988, PHYS REV B, V38, P11461 BUNDE A, 1997, PHYS REV LETT, V78, P3338 DONSKER M, 1979, COMMUN PURE APPL MAT, V28, P525 ERDOS P, 1973, ART COUNTING GALLOS LK, 2001, PHYS REV E, V63 GRASSBERGER P, 1982, J CHEM PHYS, V77, P6281 HAVLIN S, 1984, PHYS REV LETT, V53, P407 JASCH F, 2001, PHYS REV E 1, V63 JESPERSEN S, 2000, J CHEM PHYS, V113, P7652 JESPERSEN S, 2000, PHYS REV E A, V62, P6270 KOHLER GH, 1990, J PHYS A, V23, P5611 LAHTINEN J, CONDMAT0108199 LUBENSKY TC, 1984, PHYS REV A, V30, P2657 MONASSON R, 2000, EUR PHYS J B, V12, P555 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NIEUWENHUIZEN TM, 1998, PHYS REV LETT, V62, P357 SIRE C, 1999, PHYS REV E A, V60, P1464 SZABO A, 1988, PHYS REV LETT, V61, P2496 WATTS DJ, 1998, NATURE, V393, P440 WEISS GH, 1994, ASPECTS APPL RANDOM ZUMOFEN G, 1982, CHEM PHYS LETT, V88, P63 TC 1 BP art. no. EP 066104 PG 6 JI Phys. Rev. E PY 2001 PD DEC VL 6406 IS 6 PN 2 GA 502CP PI COLLEGE PK RP Jasch F Univ Freiburg, D-79104 Freiburg, Germany J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172726400009 ER PT Journal AU Zanette, DH TI Critical behavior of propagation on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 17 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina ID MODEL; PERCOLATION AB We report numerical evidence that an epidemiclike model, which can be interpreted as the propagation of a rumor, exhibits critical behavior at a finite randomness of the underlying small-world network. The transition occurs between a regime where the rumor "dies" in a small neighborhood of its ori.-in, and a regime where it spreads over a finite fraction of the whole population. Critical exponents are evaluated through finite-size scaling analysis, and the dependence of the critical randomness with the network connectivity is studied. The behavior of this system as a function of the small-network randomness bears noticeable similarities with an epidemiological model reported recently [M. Kuperman and G. Abramson, Phys. Rev. Lett. 86, 2909 (2001)], in spite of substantial differences in the respective dynamical rules. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BINDER K, 1988, MONTECARLO SIMULATIO DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 FRAUENTHAL JC, 1980, MATH MODELING EPIDEM KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 MAKI D, 1973, MATH MODELS APPL MANRUBIA SC, 2001, EUROPHYS LETT, V53, P693 MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 MURRAY JD, 1989, MATH BIOL NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 SUDBURY A, 1985, J APPL PROBAB, V22, P443 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 3 BP art. no. EP 050901 PG 4 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 1 GA 496QF PI COLLEGE PK RP Zanette DH Ctr Atom Bariloche, Consejo Nacl Invest Cient & Tecn, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172406900013 ER PT Journal AU Zekri, N Clerc, JP TI Statistical and dynamical study of disease propagation in a small world network SO PHYSICAL REVIEW E LA English DT Article NR 21 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Aix Marseille 1, Technopole Chateau Gombert, IUSTI, F- 13453 Marseille, France Univ Aix Marseille 1, Technopole Chateau Gombert, IUSTI, F-13453 Marseille, France LEPM, Dept Phys, USTO, Oran, Algeria ID PERCOLATION; MODEL AB Statistical properties and dynamical disease propagation have been studied numerically using a percolation model in a one dimensional small world network. The parameters chosen correspond to a realistic network of school age children. It has been found that percolation threshold decreases as a power law as the shortcut fluctuations increase. It has also been found that the number of infected sites grows exponentially with time and its rate depends logarithmically on the density of susceptibles. This behavior provides an interesting way to estimate the serology for a given population from the measurement of the disease growing rate during an epidemic phase. The case in which the infection probability of nearest neighbors is different from that of short cuts has also been examined. A double diffusion behavior with a slower diffusion between the characteristic times has been found. CR ANDERSON RM, 1991, INFECT DIS HUMANS DY BERGMAN DJ, 1992, SOLID STATE PHYS, V46, P147 BOLLOBAS B, 1985, RANDOM GRAPHS BOUCHAUD JP, 1990, PHYS REP, V195, P12 CASTELLANO C, 2000, PHYS REV LETT, V85, P3536 DYKHNE AM, COMMUNICATION EVANGELOU SN, 1992, PHYS LETT A, V164, P456 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 LEVY P, 1937, THEORY ADDITION VARI MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PASTORSATORRAS R, 2001, PHYS REV E 2, V63 SHLESINGER M, 1995, LEVY FLIGHTS RELATED STAUFER D, 1994, PERCOLATION THEORY WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS ZEKRI N, UNPUB TC 2 BP art. no. EP 056115 PG 6 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Zekri N Univ Aix Marseille 1, Technopole Chateau Gombert, IUSTI, F-13453 Marseille, France J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100026 ER PT Journal AU Kim, BJ Hong, H Holme, P Jeon, GS Minnhagen, P Choi, MY TI XY model in small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 31 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden Seoul Natl Univ, Dept Phys, Seoul 151747, South Korea Seoul Natl Univ, Ctr Strongly Correlated Mat Res, Seoul 151747, South Korea ID PERCOLATION; DYNAMICS; SYSTEMS AB The phase transition in the XY model on one-dimensional small- world networks is investigated by means of Monte Carlo simulations. It is found that long-range order is present at finite temperatures, even for very small values of the rewiring probability, suggesting a finite-temperature transition for any nonzero rewiring probability. Nature of the phase transition is discussed in comparison with the globally coupled XY model. CR 1999, SCIENCE, V284, P79 ALBERT R, CONDMAT0106096 ALBERT R, 1999, NATURE, V401, P130 ANTONI M, 1995, PHYS REV E, V52, P2361 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 2000, PHYS REV LETT, V82, P5180 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BEREZINSKII VL, 1972, ZH EKSP TEOR FIZ, V34, P610 BINDER K, 1992, MONTE CARLO SIMULATI BOTET R, 1982, PHYS REV LETT, V49, P478 CALLAWAY DS, 2000, PHYS REV LETT, V85, P2909 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, CONDMAT0106144 GITTERMAN M, 2000, J PHYS A-MATH GEN, V33, P8373 KOSTERLITZ JM, 1973, J PHYS C SOLID STATE, V6, P1181 KOSTERLITZ JM, 1972, J PHYS C SOLID STATE, V5, PL124 KUPERMAN M, 2001, PHYS REV LETT, V86, P2909 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 NAGAOSA N, 1999, QUANTUM FIELD THEORY, PCH3 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 OZANA M, 2001, EUROPHYS LETT, V55, P762 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 2 BP art. no. EP 056135 PG 5 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Kim BJ Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100046 ER PT Journal AU Pekalski, A TI Ising model on a small world network SO PHYSICAL REVIEW E LA English DT Article NR 14 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Wroclaw, Inst Theoret Phys, Plac Maxa Borna 9, PL-50204 Wroclaw, Poland Univ Wroclaw, Inst Theoret Phys, PL-50204 Wroclaw, Poland ID DYNAMICS AB A one-dimensional Ising model is studied. via Monte Carlo simulations, on a small world network, where each site has. apart from couplings to its two nearest neighbors. a certain probability to be linked to one of its farther neighbors. It is demonstrated that even a small fraction of such links enables the system to order at finite temperatures. The critical exponent beta is smaller than the two-dimensional value, and seems to be independent of the concentration of the extra links. The dependence of the magnetization and the critical temperature on the concentration of the small world links is also presented. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 BARRAT A, 1999, PHYS REV E A, V59, PR1299 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BINDER K, 1984, APPL MONTE CARLO MET CHAKRABARTI BK, 1985, J PHYS A, V18, PL373 FISHER ME, 1967, REP PROGR PHYS, V30, P615 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 MA SK, 1985, STAT PHYSICS MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 MOUSSON R, 1999, EUR PHYS J B, V12, P555 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP art. no. EP 057104 PG 4 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Pekalski A Univ Wroclaw, Inst Theoret Phys, Plac Maxa Borna 9, PL-50204 Wroclaw, Poland J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100149 ER PT Journal AU Lahtinen, J Kertesz, J Kaski, K TI Scaling of random spreading in small world networks SO PHYSICAL REVIEW E LA English DT Article NR 16 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland Helsinki Univ Technol, Lab Computat Engn, FIN-02015 Espoo, Finland Helsinki Univ Technol, Res Ctr Computat Sci & Engn, FIN-02015 Espoo, Finland Tech Univ Budapest, Dept Theoret Phys, H-1111 Budapest, Hungary ID INTERNET AB In this study we have carried out computer simulations of random walks on Watts-Strogatz-type small world networks and measured the mean number of visited sites and the return probabilities. These quantities were found to obey scaling behavior with intuitkely reasoned exponents as long as the probability p of having a long range bond was sufficiently low. CR ALBERT R, IN PRESS REV MOD PHY ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, CONDMAT0104162 FALOUTSOS M, 1999, COMP COMM R, V29, P251 JASCH F, 2001, PHYS REV E 1, V63 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, CONDMAT00004163 REDNER S, 1998, EUR PHYS J B, V4, P131 SCALA A, CONDMAT0004380 STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 1 BP art. no. EP 057105 PG 3 JI Phys. Rev. E PY 2001 PD NOV VL 6405 IS 5 PN 2 GA 496QH PI COLLEGE PK RP Lahtinen J Helsinki Univ Technol, Lab Computat Engn, POB 9400, FIN-02015 Espoo, Finland J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172407100150 ER PT Journal AU Cancho, RFI Sole, RV TI The small world of human language SO PROCEEDINGS OF THE ROYAL SOCIETY OF LONDON SERIES B-BIOLOGICAL SCIENCES LA English DT Article NR 30 SN 0962-8452 PU ROYAL SOC LONDON C1 Univ Politecn Catalunya, Complex Syst Res Grp, Dept Phys, Campus Nord B4, ES-08034 Barcelona, Spain Univ Politecn Catalunya, Complex Syst Res Grp, Dept Phys, ES-08034 Barcelona, Spain Santa Fe Inst, Santa Fe, NM 87501 USA DE small world; scale-free networks; lexical networks; human language ID NETWORKS; EVOLUTION; WORDS AB Words in human language interact in sentences in non-random ways, and allow humans to construct an astronomic variety of sentences from a limited number of discrete units. This construction process is extremely fast and robust. The co- occurrence of words in sentences reflects language organization in a subtle manner that can be described in terms of a graph of word interactions. Here, we show that such graphs display two important features recently found in a disparate number of complex systems. (i) The so called small-world effect. In particular, the average distance between two words, d (i.e. the average minimum number of links to be crossed from an arbitrary word to another), is shown to be d approximate to 2-3, even though the human brain can store many thousands. (ii) A scale- free distribution of degrees. The known pronounced effects of disconnecting the most connected vertices in such networks can be identified in some language disorders. These observations indicate some unexpected features of language organization that might reflect the evolutionary and social history of lexicons and the origins of their flexibility and combinatorial nature. CR AKMAJIAN A, 1995, LINGUISTICS INTRO LA, PCH2 ALBERT R, 2000, NATURE, V406, P378 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BALASUBRAHMANYA.VK, 1996, J QUANTITATIVE LINGU, V3, P177 BARABASI AL, 1999, SCIENCE, V286, P509 BROWN R, 1966, J VERB LEARN VERB BE, V5, P325 CANCHO RF, 2000, UNPUB J QUANTITATIVE CAPLAN D, 1994, LANGUAGE STRUCTURE P CHOMSKY N, 1957, SYNTACTIC STRUCTURES CHOUEKA Y, 1985, COMPUT HUMANITIES, V19, P147 DEACON TW, 1997, SYMBOLIC SPECIES COE FORSTER KI, 1973, J VERB LEARN VERB BE, V12, P627 HUDSON R, 1984, WORD GRAMMAR JEONG H, 2000, NATURE, V407, P651 KAPLAN A, 1955, MECH TRANSLATION, V2, P39 KEMPEN G, 1983, COGNITION, V14, P185 LI WT, 1992, IEEE T INFORM THEORY, V38, P1842 MELCUCK I, 1989, DEPENDENCIES GRAMMAR MILLER GA, 1987, SCI AM, V257, P94 MONTOYA JM, 2001, IN PRESS J THEOR BIO NICOLIS JS, 1991, CHAOS INFORMATION PR NOWAK MA, 2000, NATURE, V404, P495 NOWAK MA, 1999, P NATL ACAD SCI USA, V96, P8028 ROMAINE S, 1992, EVOLUTION HUMAN LANG, P213 SCARBOROUGH DL, 1977, J EXPT PSYCHOL HUMAN, V7, P3 SIMON HA, 1955, BIOMETRIKA, V42, P425 SMITH JM, 1997, MAJOR TRANSITIONS EV STROGATZ SH, 2001, NATURE, V410, P268 WATTS DJ, 1998, NATURE, V393, P440 ZIPF GK, 1972, HUMAN BEHAV PRINCIPL TC 1 BP 2261 EP 2265 PG 5 JI Proc. R. Soc. Lond. Ser. B-Biol. Sci. PY 2001 PD NOV 7 VL 268 IS 1482 GA 491GX PI LONDON RP Cancho RFI Univ Politecn Catalunya, Complex Syst Res Grp, Dept Phys, Campus Nord B4, ES-08034 Barcelona, Spain J9 PROC ROY SOC LONDON SER B PA 6 CARLTON HOUSE TERRACE, LONDON SW1Y 5AG, ENGLAND UT ISI:000172101600011 ER PT Journal AU Standing, TH TI Small world SO OIL & GAS JOURNAL LA English DT Editorial Material NR 0 SN 0030-1388 PU PENNWELL PUBL CO ENERGY GROUP TC 0 BP 28 EP 28 PG 1 JI Oil Gas J. PY 2001 PD NOV 12 VL 99 IS 46 GA 492AW PI TULSA J9 OIL GAS J PA 1421 S SHERIDAN RD PO BOX 1260, TULSA, OK 74101 USA UT ISI:000172144200006 ER PT Journal AU Latora, V Marchiori, M TI Efficient behavior of small-world networks SO PHYSICAL REVIEW LETTERS LA English DT Article NR 25 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Univ Paris 11, Lab Phys Theor & Modeles Stat, Batiment 100, F- 91405 Orsay, France Univ Paris 11, Lab Phys Theor & Modeles Stat, F-91405 Orsay, France Univ Catania, Dept Phys & Astron, I-95129 Catania, Italy Ist Nazl Fis Nucl, I-95129 Catania, Italy MIT, Comp Sci Lab, Cambridge, MA 02139 USA Univ Venice, Dept Comp Sci, I-30172 Venice, Italy ID CEREBRAL-CORTEX; CONNECTIVITY; TOLERANCE AB We introduce the concept of efficiency of a network as a measure of how efficiently it exchanges information. By using this simple measure, small-world networks are seen as systems that are both globally and locally efficient. This gives a clear physical meaning to the concept of "small world," and also a precise quantitative analysis of both weighted and unweighted networks. We study neural networks and man-made communication and transportation systems and we show that the underlying general principle of their construction is in fact a small-world principle of high efficiency. CR ACHACOSO TB, 1992, AYS NEUROANATOMY C E ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARYAM Y, 1997, DYNAMICS COMPLEX SYS BOLLOBAS B, 1985, RANDOM GRAPHS COHEN R, 2000, PHYS REV LETT, V85, P2758 GALLO G, 1908, ANN OPER RES, V13, P3 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MARCHIORI M, IN PRESS MARCHIORI M, 2000, PHYSICA A, V285, P539 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, CONDMAT0001118 NEWMAN MEJ, CONDMAT0011144 SCANNELL JW, 1995, J NEUROSCI, V15, P1463 SCANNELL JW, 1997, NATURE, V386, P452 SIVAN E, 1999, BIOL CYBERN, V81, P11 SPORNS O, 2000, CEREB CORTEX, V10, P127 WATTS DJ, 1998, NATURE, V393, P440 WHITE JG, 1986, PHILOS T ROY SOC B, V314, P1 YOUNG MP, 1993, P ROY SOC LOND B BIO, V252, P13 TC 0 BP art. no. EP 198701 PG 4 JI Phys. Rev. Lett. PY 2001 PD NOV 5 VL 8719 IS 19 GA 490AT PI COLLEGE PK RP Latora V Univ Paris 11, Lab Phys Theor & Modeles Stat, Batiment 100, F-91405 Orsay, France J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000172027200063 ER PT Journal AU Cancho, RFI Janssen, C Sole, RV TI Topology of technology graphs: Small world patterns in electronic circuits SO PHYSICAL REVIEW E LA English DT Article NR 25 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 UPC, FEN, Complex Syst Res Grp, Campus Nord,B4-B5, Barcelona 08034, Spain UPC, FEN, Complex Syst Res Grp, Barcelona 08034, Spain Santa Fe Inst, Santa Fe, NM 87501 USA INTA, CSIC, NASA Associated Astrobiol Inst, Madrid, Spain ID NETWORKS AB Recent theoretical studies and extensive data analyses have revealed a common feature displayed by biological, social, and technological networks: the presence of small world patterns. Here we analyze this problem by using several graphs obtained from one of the most common technological systems: electronic circuits. It is shown that both analogic and digital circuits exhibit small world behavior. We conjecture that the small world pattern arises from the compact design in which many elements share a small, close physical neighborhood plus the fact that the system must define a sin.-le connected component (which requires shortcuts connecting different integrated clusters). The degree distributions displayed are consistent with a conjecture concerning the sharp cutoffs associated to the presence of costly connections [Amaral et al., Proc. Natl. Acad. Sci. USA 97, 11149 (2000)], thus providing a limit case for the classes of universality of small world patterns from real, artificial networks. The consequences for circuit design are outlined. CR ADAMIC LA, 1999, LECT NOTES COMPUT SC, V1696, P443 ALBERT R, 2000, NATURE, V406, P378 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 CALDARELLI G, 2000, EUROPHYS LETT, V52, P386 CANCHO RFI, IN PRESS P R SOC LON GUTIERREZ E, 1981, THESIS U BARCELONA JEONG H, 2000, NATURE, V407, P651 KIRKPATRICK S, 1983, SCIENCE, V220, P671 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 M J, 2000, LECT NOTES COMPUTER, V181 MARGALEF R, 1983, AM NAT, V121, P601 MATHIAS N, 2001, PHYS REV E, V63, P2117 MCCLUSKEY E, 1986, LOGIC DESIGN PRINCIP MCCULLOCH WS, 1960, SELF ORG SYSTEMS, P264 MONTOYA JM, IN PRESS J THEOR BIO NEWMAN MEJ, 2001, P NATL ACAD SCI USA, V98, P404 NEWMAN MEJ, 2001, PHYS REV E 2, V64 NEWMAN MEJ, 2001, PHYS REV E 2, V64 SOLE RV, IN PRESS P R SOC LON TAUBES G, 1997, SCIENCE, V227, P1931 VONNEUMANN J, 1956, AUTOMATA STUDIES WAGNER A, 2001, P ROY SOC LOND B BIO, V268, P1803 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 0 BP art. no. EP 046119 PG 5 JI Phys. Rev. E PY 2001 PD OCT VL 6404 IS 4 PN 2 GA 483RF PI COLLEGE PK RP Cancho RFI UPC, FEN, Complex Syst Res Grp, Campus Nord,B4-B5, Barcelona 08034, Spain J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000171649100030 ER PT Journal AU Sen, P Chakrabarti, BK TI Small-world phenomena and the statistics of linear polymers SO JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL LA English DT Article NR 17 SN 0305-4470 PU IOP PUBLISHING LTD C1 Univ Calcutta, Dept Phys, 92 APC Rd, Calcutta 700009, W Bengal, India Univ Calcutta, Dept Phys, Calcutta 700009, W Bengal, India Saha Inst Nucl Phys, Calcutta 700064, W Bengal, India ID NETWORKS AB A regular lattice in which the sites can have long-range connections at a distance l with a probability P(l) similar to 1(-delta), in addition to the short-range nearest neighbour connections, shows small-world behaviour for 0 less than or equal to delta less than or equal to delta (c). In the most appropriate physical example of such a system, namely, the linear polymer network, the exponent delta is related to the exponents of the corresponding n-vector model in the n --> 0 limit, and its value is less than delta (c). Still, the polymer networks do not show small-world behaviour. Here, we show that this is due to a (small value) constraint on the number, q, of long-range connections per monomer in the network. In the general delta -q space, we obtain a phase boundary separating regions with and without small-world behaviour, and show that the polymer network falls marginally in the regular lattice region. CR AERTSENS M, 1992, J PHYS A, V25, P735 BARAT K, 1995, PHYS REP, V258, P377 BARRAT A, 2000, EUR PHYS J B, V13, P547 BHATTACHARYA S, 1984, Z PHYS B, V57, P151 CHAKRABARTI BK, 1985, J PHYS A, V18, PL373 CHAKRABARTI BK, 1983, J PHYS A, V17, PL547 CHOWDHURY D, 1985, J PHYS A, V18, PL377 DEGENNES PG, 1979, SCALING CONCEPTS POL GITTERMAN M, 2000, J PHYS A-MATH GEN, V33, P8373 GUARE J, 1990, 6 DEGREES SEPARATION GUTTMANN AJ, 1991, J PHYS A, V24, P1603 HELMAN JS, 1984, PHYS REV LETT, V53, P1195 JESPERSEN S, 2000, PHYS REV E A, V62, P6270 KIRKPATRICK S, 1983, SCIENCE, V220, P671 KLEINBERG JM, 2000, NATURE, V406, P845 WATTS DJ, 1998, NATURE, V393, P440 YANG YS, 1990, J PHYS A, V23, P319 TC 1 BP 7749 EP 7755 PG 7 JI J. Phys. A-Math. Gen. PY 2001 PD SEP 28 VL 34 IS 38 GA 484CW PI BRISTOL RP Sen P Univ Calcutta, Dept Phys, 92 APC Rd, Calcutta 700009, W Bengal, India J9 J PHYS-A-MATH GEN PA DIRAC HOUSE, TEMPLE BACK, BRISTOL BS1 6BE, ENGLAND UT ISI:000171673500004 ER PT Journal AU Tassier, T Menczer, F TI Emerging small-world referral networks in evolutionary labor markets SO IEEE TRANSACTIONS ON EVOLUTIONARY COMPUTATION LA English DT Article NR 23 SN 1089-778X PU IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC C1 Univ Iowa, Dept Econ, Iowa City, IA 52242 USA Univ Iowa, Dept Econ, Iowa City, IA 52242 USA Univ Iowa, Dept Management Sci, Iowa City, IA 52242 USA DE affirmative action; labor markets; local selection; referral networks; small-world; social dilemmas AB We model a labor market that includes referral networks using an agent-based simulation. Agents maximize their employment satisfaction by allocating resources to build friendship networks and to adjust search intensity. We use a local selection evolutionary algorithm, which maintains a diverse population of strategies, to study the adaptive graph topologies resulting from the model. The evolved networks display mixtures of regularity and randomness, as in small- world networks. A second characteristic emerges in our model as time progresses: the population loses efficiency due to overcompetition for job referral contacts in a way similar to social dilemmas such as the tragedy of the commons. Analysis reveals that the loss of global fitness is driven by an increase in individual robustness, which allows agents to live longer by surviving job losses. The behavior of our model suggests predictions for a number of policies. CR ARROW KJ, 1998, J ECON PERSPECT, V12, P91 CALVOARMENGOL A, 2001, JOB CONTACT NETWORKS COLLINS J, 1998, NATURE, V393, P393 DUNCAN W, 1999, SMALL WORLD NETWORKS GAREY MR, 1983, SIAM J ALGEBRA DISCR, V4, P312 GRANOVETTER M, 1995, GETTING JOB STUDY CO GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HOLZER HJ, 1988, J LABOR ECON, V6, P1 KUGLER A, 2000, EMPLOYEE REFERRALS I MENCZER F, 1996, ADAPT BEHAV, V4, P317 MENCZER F, 1996, ADAPTIVE INDIVIDUALS MENCZER F, 2000, EVOL COMPUT, V8, P223 MONTGOMERY JD, 1991, AM ECON REV, V81, P1408 MORTENSEN DT, 1994, LABOUR EC, V1, P187 MOUW T, 1999, THESIS U MICHIGAN AN NEWMAN M, 2000, COMMUNICATION NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 REES A, 1966, AM ECON REV, V56, P559 REES A, 1970, WORKERS URBAN LABOR ROUCHIER J, 2001, J ECON DYN CONTROL, V25, P527 SIMON CJ, 1992, J LABOR ECON, V10, P306 WATTS DJ, 1998, NATURE, V393, P440 WILSON WJ, 1987, TRULY DISADVANTAGED TC 1 BP 482 EP 492 PG 11 JI IEEE Trans. Evol. Comput. PY 2001 PD OCT VL 5 IS 5 GA 481XN PI NEW YORK RP Tassier T Univ Iowa, Dept Econ, Iowa City, IA 52242 USA J9 IEEE TRANS EVOL COMPUTAT PA 345 E 47TH ST, NEW YORK, NY 10017-2394 USA UT ISI:000171545900005 ER PT Journal AU Useem, J TI First aftermath: Globalization - Is it a small world after all? SO FORTUNE LA English DT Editorial Material NR 0 SN 0015-8259 PU TIME INC TC 0 BP 38 EP 40 PG 3 JI Fortune PY 2001 PD OCT 15 VL 144 IS 7 GA 479VB PI NEW YORK J9 FORTUNE PA TIME & LIFE BUILDING ROCKEFELLER CENTER, NEW YORK, NY 10020- 1393 USA UT ISI:000171423300008 ER PT Journal AU Yang, XS TI Fractals in small-world networks with time-delay SO CHAOS SOLITONS & FRACTALS LA English DT Article NR 10 SN 0960-0779 PU PERGAMON-ELSEVIER SCIENCE LTD C1 Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England Univ Leeds, Dept Math Appl, Leeds LS2 9JT, W Yorkshire, England ID MODEL AB The small-world networks recently introduced by Watts and Strogatz [Nature 393 (1998) 440-442] have attracted much interest in studying the interesting properties of the networks without time-delay. However, a signal or influence travelling on the small-world networks often associated with time-delay features which are very common in biological and physical networks. We develop an analytical approach as well as numerical simulations to try to characterise the effect of time-delay on the properties of small-world networks. An analytical expression of the fractal dimension of the small- world networks is given and thus compared with the results from numerical simulations. Analysis shows that small-world networks with time-delay generally have the multifractals property. (C) 2001 Elsevier Science Ltd. All rights reserved. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BOOTS M, 1999, P ROY SOC LOND B BIO, V266, P1933 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 0 BP 215 EP 219 PG 5 JI Chaos Solitons Fractals PY 2002 PD FEB VL 13 IS 2 GA 477HA PI OXFORD RP Yang XS Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England J9 CHAOS SOLITON FRACTAL PA THE BOULEVARD, LANGFORD LANE, KIDLINGTON, OXFORD OX5 1GB, ENGLAND UT ISI:000171276600005 ER PT Journal AU Ozana, M TI Incipient spanning cluster on small-world networks SO EUROPHYSICS LETTERS LA English DT Article NR 8 SN 0295-5075 PU E D P SCIENCES C1 Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden ID PERCOLATION; MODEL AB We analyze the scaling properties of the largest cluster size for the site percolation problem on small-world graphs. It is shown how the presence of the extra length-scale, the small- world crossover length xi, influences the fractal dimension D of the spanning cluster. Using the results for dimension d = 2 we nd the critical exponent governing the cluster size distribution tau similar or equal to5/2. This implies that is universal and independent of d in agreement with the conjecture by Moore and Newman. CR MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 STAUFFER D, 1999, INT J MOD PHYS C, V10, P935 STAUFFER D, 1992, INTRO PERCOLATION TH WATTS DJ, 1998, NATURE, V393, P440 TC 2 BP 762 EP 766 PG 5 JI Europhys. Lett. PY 2001 PD SEP VL 55 IS 6 GA 474CJ PI LES ULIS CEDEXA RP Ozana M Umea Univ, Dept Theoret Phys, S-90187 Umea, Sweden J9 EUROPHYS LETT PA 7, AVE DU HOGGAR, PARC D ACTIVITES COURTABOEUF, BP 112, F-91944 LES ULIS CEDEXA, FRANCE UT ISI:000171086500002 ER PT Journal AU Wagner, A Fell, DA TI The small world inside large metabolic networks SO PROCEEDINGS OF THE ROYAL SOCIETY OF LONDON SERIES B-BIOLOGICAL SCIENCES LA English DT Article NR 52 SN 0962-8452 PU ROYAL SOC LONDON C1 Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England Univ New Mexico, Dept Biol, Albuquerque, NM 87131 USA DE metabolism; graph theory; small world; evolution; origin of life ID CITRIC-ACID CYCLE; ESCHERICHIA-COLI; QUANTITATIVE-ANALYSIS; PATHWAY ANALYSIS; EVOLUTION; FLUX; CAPABILITIES; ORGANIZATION; CONSTRAINTS; DEFINITION AB The metabolic network of the catabolic, energy and biosynthetic metabolism of Escherichia colt is a paradigmatic case for the large genetic and metabolic networks that functional genomics efforts are beginning to elucidate. To analyse the structure of previously unknown networks involving hundreds or thousands of components by simple visual inspection is impossible, and quantitative approaches are needed to analyse them. We have undertaken a graph theoretical analysis of the E. coli metabolic network and find that this network is a small-world graph, a type of graph distinct from both regular and random networks and observed in a variety of seemingly unrelated areas, such as friendship networks in sociology, the structure of electrical power grids, and the nervous system of Caenorhabditis elegans. Moreover, the connectivity of the metabolites follows a power law, another unusual but by no means rare statistical distribution. This provides an objective criterion for the centrality of the tricarboxylic acid cycle to metabolism. The small-world architecture may serve to minimize transition times between metabolic states, and contains evidence about the evolutionary history of metabolism. 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R. Soc. Lond. Ser. B-Biol. Sci. PY 2001 PD SEP 7 VL 268 IS 1478 GA 469UN PI LONDON RP Fell DA Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England J9 PROC ROY SOC LONDON SER B PA 6 CARLTON HOUSE TERRACE, LONDON SW1Y 5AG, ENGLAND UT ISI:000170834600008 ER PT Journal AU Gurtovenko, AA Blumen, A TI Relaxation of disordered polymer networks: Regular lattice made up of small-world Rouse networks SO JOURNAL OF CHEMICAL PHYSICS LA English DT Article NR 46 SN 0021-9606 PU AMER INST PHYSICS C1 Univ Freiburg, Hermann Herder Str 3, D-79104 Freiburg, Germany Univ Freiburg, D-79104 Freiburg, Germany Russian Acad Sci, Inst Macromol Cpds, St Petersburg 199004, Russia ID GENERALIZED GAUSSIAN STRUCTURES; EXTERNAL FIELDS; DYNAMICS; MODEL; GELS; INHOMOGENEITIES; INTRACHAIN; DNA AB As models for inhomogeneous polymer networks, we investigate the Rouse dynamics of regular lattices built from subunits with arbitrary internal structure. We analyze as an example a two- dimensional lattice, consisting of small-world networks (SWNs). Using analytical and numerical calculations we study the stretching of such a structure under an external force. We find that the network shows interesting relaxation features and an unusual behavior in the intermediate time (frequency) domain, which lies in the region between the modes of the SWN subunits and those of the lattice. This behavior is related to the SWN- density of states, which leads to the appearance of a "pseudogap" between the highest lattice eigenvalue and the lowest SWN eigenvalue. (C) 2001 American Institute of Physics. 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Chem. Phys. PY 2001 PD SEP 8 VL 115 IS 10 GA 466LT PI MELVILLE RP Gurtovenko AA Univ Freiburg, Hermann Herder Str 3, D-79104 Freiburg, Germany J9 J CHEM PHYS PA 2 HUNTINGTON QUADRANGLE, STE 1NO1, MELVILLE, NY 11747-4501 USA UT ISI:000170647600057 ER PT Journal AU Bagnoli, F Bezzi, M TI Small world effects in evolution SO PHYSICAL REVIEW E LA English DT Article NR 31 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Florence, Dipartimento Matemat & Applicata, Via S Marta 3, I-50139 Florence, Italy Univ Florence, Dipartimento Matemat & Applicata, I-50139 Florence, Italy Ist Nazl Fis Nucl, INFM, Sez Firenze, I-50125 Florence, Italy SISSA, Programme Neurosci, I-34103 Trieste, Italy INFM, Sez Firenze, I-50125 Florence, Italy ID SYMPATRIC SPECIATION; LANDSCAPES; NETWORKS; MODELS AB For asexual organisms point mutations correspond to local displacements in the genotypic space, while other genotypic rearrangements represent long-range jumps. We investigate the spreading properties of an initially homogeneous population in a flat fitness landscape, and the equilibrium properties on a smooth fitness landscape. We show that a small-world effect is present: even a small fraction of quenched long-range jumps makes the results indistinguishable from those obtained by assuming all mutations equiprobable. Moreover, we find that the equilibrium distribution is a Boltzmann one, in which the fitness plays the role of an energy, and mutations that of a temperature. CR BAGNOLI F, 2000, ANN REV COMPUT PHYS, V8, P265 BAGNOLI F, CONDMAT9708101 BAGNOLI F, CONDMAT9906164 BAGNOLI F, 1995, J THEOR BIOL, V173, P271 BAGNOLI F, 1999, PATH INTEGRALS PEV T, P493 BAGNOLI F, 1997, PHYS REV LETT, V79, P3302 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 DEMENEZES MA, CONDMAT9903426 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P5 DIECKMANN U, 1999, NATURE, V400, P354 DOEBELI M, 1999, J EVOLUTION BIOL, V9, P893 EIGEN M, 1977, NATURWISSENSCHAFTEN, V64, P541 EIGEN M, 1971, NATURWISSENSCHAFTEN, V58, P465 FISHER RA, 1930, GENETICAL THEORY NAT GOULD S, 1997, PALEOBIOLOGY, V3, P114 GOULD SJ, 1993, NATURE, V366, P223 HARTLE DL, 1988, PRIMER POPULATION GE KIMURA M, 1983, NEUTRAL THEORY MOL E KONDRASHOV AS, 1999, NATURE, V400, P351 LEUTHAUSSER I, 1987, J STAT PHYS, V48, P343 MAYR E, 1970, POPULATIONS SPECIES MONASSON R, 1999, EUR PHYS J B, V12, P60 PELITI L, CONDMAT9505003 PELITI L, 1996, PHYSICS BIOMATERIALS, P287 SMITH JM, 1998, EVOLUTIONARY GENETIC TARAZONA P, 1992, PHYS REV A, V45, P6038 WATTS DJ, 1998, NATURE, V393, P440 WIEHE T, 1995, J THEOR BIOL, V177, P1 WRIGHT S, 1936, P 6 INT C GEN ITH BR, P356 TC 2 BP art. no. EP 021914 PG 9 JI Phys. Rev. E PY 2001 PD AUG VL 6402 IS 2 PN 1 GA 463TF PI COLLEGE PK RP Bagnoli F Univ Florence, Dipartimento Matemat & Applicata, Via S Marta 3, I-50139 Florence, Italy J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000170492800082 ER PT Journal AU Scala, A Amaral, LAN Barthelemy, M TI Small-world networks and the conformation space of a short lattice polymer chain SO EUROPHYSICS LETTERS LA English DT Article NR 48 SN 0295-5075 PU E D P SCIENCES C1 Univ Roma La Sapienza, Dipartimento Fis, Piazzale Aldo Moro 5, I-00185 Rome, Italy Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Dept Phys, Boston, MA 02215 USA ID SUPERCOOLED WATER; ENERGY LANDSCAPE; DYNAMICS; MODEL; PROTEINS; KINETICS; TEMPERATURE; ELECTRONICS; TRANSISTORS; INTERNET AB We map the conformation space of a short lattice polymer chain to a network, where i) the vertices of the network have a one- to-one correspondence to the conformations of the chain, and ii) a link between two vertices indicates the possibility of switching from one conformation to the other by a single Monte Carlo move of the chain. We find that the geometric properties of this network are similar to those of small-world networks, namely, the diameter of conformation space increases, for large networks, as the logarithm of the number of conformations, while locally the network appears to have low dimensionality. CR ABKEVICH VI, 1994, BIOCHEMISTRY-US, V33, P10026 ALBERT R, 2000, NATURE, V406, P378 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 ANGELANI L, 2000, PHYS REV LETT, V85, P5356 AUSTIN RH, 1997, PHYS TODAY, V50, P32 BALDUS P, 1999, SCIENCE, V285, P699 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BERGE C, 1976, GRAPHS HYPERGRAPHS BOLLOBAS B, 1985, RANDOM GRAPHS BRAY AJ, 1988, PHYS REV B, V38, P11461 BRYNGELSON JD, 1995, PROTEINS, V21, P167 CALLAWAY DS, 2000, PHYS REV LETT, V85, P5468 CAMPBELL IA, 1994, PHYS REV B, V50, P12643 CHAN HS, 1993, PHYS TODAY, V46, P24 COHEN R, 2000, PHYS REV LETT, V85, P4626 DU R, CONDMAT9905106 EATON WA, 1999, P NATL ACAD SCI USA, V96, P5897 FRANZESE G, 1999, PHYS REV E, V59, P6409 FRAUENFELDER H, 1999, REV MOD PHYS, V71, PS419 GARITO A, 1994, PHYS TODAY, V47, P51 HAGEN SJ, 1996, J CHEM PHYS, V104, P3395 HELLEMANS A, 1999, SCIENCE, V283, P771 JEONG H, 2000, NATURE, V407, P651 KLIMOV DK, 1999, P NATL ACAD SCI USA, V96, P6166 LANAVE E, 2000, PHYS REV LETT, V84, P4605 LANSBURY PT, 1999, P NATL ACAD SCI USA, V96, P3342 LILJEROS F, 2001, NATURE, V411, P907 LIM M, 1993, P NATL ACAD SCI USA, V90, P5801 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 OGIELSKI AT, 1985, PHYS REV LETT, V55, P1634 ONUCHIC JN, 1995, P NATL ACAD SCI USA, V92, P3626 PANDE VS, 1999, REV MOD PHYS, V72, P259 PITARD E, 1998, EUROPHYS LETT, V41, P467 PORTMAN JJ, 1998, PHYS REV LETT, V81, P5237 SABELKO J, 1999, P NATL ACAD SCI USA, V96, P6031 SASTRY S, 1998, NATURE, V393, P554 SCALA A, 2000, NATURE, V406, P166 SERVICE RF, 1998, SCIENCE, V280, P1691 SHRIVASTAVA I, 1995, P NATL ACAD SCI USA, V92, P9206 THIRUMALAI D, 1995, J PHYS I, V5, P1457 VELIKSON B, 1992, J COMPUT CHEM, V13, P1216 VELIKSON B, 1993, MACROMOLECULES, V26, P4791 WALES DJ, 1998, NATURE, V394, P758 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 3 BP 594 EP 600 PG 7 JI Europhys. Lett. PY 2001 PD AUG VL 55 IS 4 GA 461ZZ PI LES ULIS CEDEXA RP Scala A Univ Roma La Sapienza, Dipartimento Fis, Piazzale Aldo Moro 5, I-00185 Rome, Italy J9 EUROPHYS LETT PA 7, AVE DU HOGGAR, PARC D ACTIVITES COURTABOEUF, BP 112, F-91944 LES ULIS CEDEXA, FRANCE UT ISI:000170394900022 ER PT Journal AU Kogut, B Walker, G TI The small world of Germany and the durability of national networks SO AMERICAN SOCIOLOGICAL REVIEW LA English DT Article NR 62 SN 0003-1224 PU AMER SOCIOLOGICAL ASSOC C1 Univ Penn, Wharton Sch, Philadelphia, PA 19104 USA Univ Penn, Wharton Sch, Philadelphia, PA 19104 USA Ecole Polytech, Reginald Jones Ctr, F-91128 Palaiseau, France So Methodist Univ, Edwin L Cox Sch Business, Dept Strategy & Entrepreneurship, Dallas, TX 75275 USA ID CORPORATE GOVERNANCE; MARKET; ACQUISITION; INTERLOCKS; POLITICS; DYNAMICS; BANKS; FORM AB The globalization of financial markets and the concomitant restructuring decisions of firms challenge the historical legacy of national systems of governance. German corporate ownership patterns and restructuring events in the 1990's are examined here in this light. The results show that ownership links among German firms constitute a "small world" that has consequences for understanding mergers and acquisitions. Ownership links form closely-knit clusters of firms that are nonetheless highly connected across the network as a whole. Restructuring events fall squarely in the center of this structure. Despite increasing global competition, the German small world tends to replicate itself To illustrate this robustness, potential disruptions to the observed German network are simulated. This simulation shows that the properties of the small world remain intact even when ownership ties are changed. These findings suggest that a more global economy in Germany need not lead to the dissolution of the ownership structure, bur rather may be associated with a deepening of network ties. CR *CAIPERS, 1996, INT CORP GOV STUD CO *FRANKF ALLG, 1995, GERM TOP 500 HDB GER ALBERT M, 1993, CAPITALISM VERSUS CA BERGER S, 1996, NATL DIVERSITY GLOBA BEYER J, 1999, LEVIATHAN, V27, P518 BOYER R, 2000, WORLD CHANGED MACHIN BRADY R, 1933, RATIONALIZATION MOVE BURT RS, 1983, CORPORATE PROFITS CO BURT RS, 1992, STRUCTURAL HOLES SOC COLEMAN J, 1990, FDN SOCIAL THEORY DAVIS GF, 1999, ADMIN SCI QUART, V44, P215 DAVIS GF, 1992, ADMIN SCI QUART, V37, P605 DEEG R, 1999, FINANCE CAPITAL UNVE DOMHOFF GW, 1967, WHO RULES AM EDWARDS J, 1993, BANKS FINANCE INVEST FELDSTEIN M, 1991, NATL SAVING EC PERFO, P201 FLIGSTEIN N, 1996, AM SOCIOL REV, V61, P656 FLIGSTEIN N, 1990, TRANSFORMATION COPRO FREEMAN LC, 1979, SOC NETWORKS, V1, P215 GERLACH M, 1992, ALLIANCE CAPITALISM GERSCHENKRON A, 1962, EC BACKWARDNESS HIST GIDDENS A, 1984, CONSTITUTION SOC GORTON G, 1996, NATL BUREAU EC RES W, V5453 GRANOVETTER MS, 1973, AM J SOCIOL, V78, P1360 HAMILTON GG, 1988, AM J SOCIOL, V94, P52 HAUNSCHILD PR, 1993, ADMIN SCI QUART, V38, P564 HERRIGEL G, 1996, IND CONSTRUCTIONS SO HOEPNER M, 2000, UNTERNEHMENTSVERFECH HOUSSIAUX J, 1957, POUVOIR MONOPOLE JUERGENS U, 2000, ECON SOC, V29, P54 KHANNA T, 2000, CONCENTRATED CORPORA, PCH9 KOCKA J, 1979, RECHT ENTWICKLUNG GR, P54 KOGUT B, 1993, COUNTRY COMPETITION KOGUT B, ORG SCI LIN N, 2000, SOCIAL RESOURCES SOC LINCOLN JR, 1992, AM SOCIOL REV, V57, P561 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MIZRUCHI MS, 1996, ANNU REV SOCIOL, V22, P271 OSULLIVAN M, 2000, CONTESTS CORPORATE C PADGETT JF, 1993, AM J SOCIOL, V98, P1259 PALMER D, 1995, AM SOCIOL REV, V60, P469 PALMER DA, 1993, ADMIN SCI QUART, V38, P100 PENNINGS J, 1980, INTERLOCKING DIRECTO PODOLNY JM, 1993, AM J SOCIOL, V98, P829 PROWSE S, 1995, FINANCIAL MARKETS I, V4, P1 RAPOPORT A, 1961, BEHAV SCI, V6, P279 RIESSER J, 1910, DTSCH GROSSBANKEN IH ROE M, 1994, STRONG MANAGERS WEAK SCHMIDT RH, 1999, J FINANC INTERMED, V8, P36 SCOTT J, 1997, CORPORATIONS CLASSES SOSKICE D, 1990, OXFORD REV ECON POL, V6, P36 USEEM M, 1984, INNER CIRCLE LARGE C USEEM M, 1996, INVESTOR CAPITALISM VANWOLFEREN K, 1990, ENIGMA JAPANESE POWE WALKER G, 1997, ORGAN SCI, V8, P109 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1999, AM J SOCIOL, V105, P493 WATTS DJ, 1998, NATURE, V393, P440 WELLHOENER V, 1989, GROSSBANKEN GROSSIND WHITE H, 1970, SOC FORCES, V49, P259 ZEY M, 1999, SOCIOL QUART, V40, P241 ZIEGLER N, 2000, POLIT SOC, V28, P195 TC 1 BP 317 EP 335 PG 19 JI Am. Sociol. Rev. PY 2001 PD JUN VL 66 IS 3 GA 449VD PI WASHINGTON RP Kogut B Univ Penn, Wharton Sch, Philadelphia, PA 19104 USA J9 AMER SOCIOL REV PA 1307 NEW YORK AVE NW #700, WASHINGTON, DC 20005-4712 USA UT ISI:000169707100001 ER PT Journal AU Yang, XS TI Small-world networks in geophysics SO GEOPHYSICAL RESEARCH LETTERS LA English DT Article NR 13 SN 0094-8276 PU AMER GEOPHYSICAL UNION C1 Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England Univ Leeds, Dept Appl Math, Leeds LS2 9JT, W Yorkshire, England ID MODEL AB Many geophysical processes can be modelled as interconnected networks. The small-world network model has recently attracted much attention in physics and applied sciences. In this paper, we modify and apply the small-world network theory to model geophysical processes such as diffusion and transport in disordered porous rocks. We develop an analytical approach as well as numerical simulations to characterize the properties of small-world networks in geophysics using system saturation time and fractal dimensions. CR BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BOOTS M, 1999, P ROY SOC LOND B BIO, V266, P1933 HOLZBERCHER EO, 1998, MODELING DENSITY DRI MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 PAPE H, 1999, GEOPHYSICS, V64, P1447 STAUFFER D, 1994, INTRO PERCOLATION TH WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC YANG XS, 2001, IN PRESS CHAOS SOLIT TC 0 BP 2549 EP 2552 PG 4 JI Geophys. Res. Lett. PY 2001 PD JUL 1 VL 28 IS 13 GA 446BU PI WASHINGTON RP Yang XS Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England J9 GEOPHYS RES LETT PA 2000 FLORIDA AVE NW, WASHINGTON, DC 20009 USA UT ISI:000169493700017 ER PT Journal AU Bohland, JW Minai, AA TI Efficient associative memory using small-world architecture SO NEUROCOMPUTING LA English DT Article NR 13 SN 0925-2312 PU ELSEVIER SCIENCE BV C1 Univ Cincinnati, ECECS Dept, Complex Adapt Syst Lab, Cincinnati, OH 45221 USA Univ Cincinnati, ECECS Dept, Complex Adapt Syst Lab, Cincinnati, OH 45221 USA DE associative memory; small-world networks ID NETWORKS; RANGE AB Most models of neural associative memory have used networks with broad connectivity. However, from both a neurobiological viewpoint and an implementation perspective, it is logical to minimize the length of inter-neural connections and consider networks whose connectivity is predominantly local. The "small- world networks" model described recently by Watts and Strogatz provides an interesting approach to this issue. In this paper, we show that associative memory networks with small-world architectures can provide the same retrieval performance as randomly connected networks while using a fraction of the total connection length. (C) 2001 Published by Elsevier Science B.V. CR AMIT DJ, 1989, MODELING BRAIN FUNCT BOLLOBAS B, 1985, RANDOM GRAPHS CANNING A, 1988, J PHYS A-MATH GEN, V21, P3275 HERTZ J, 1991, INTRO THEORY NEURAL HOPFIELD JJ, 1982, P NATIONAL ACADEMY S, V79, P2445 HUERTA R, 2000, PHYS REV LETT, V84, P2758 KOMLOS J, 1993, J COMPUT SYST SCI, V47, P350 LEVY N, 1999, NEURAL COMPUT, V11, P1717 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 NOEST AJ, 1989, PHYS REV LETT, V63, P1739 OKANE D, 1992, J PHYS A-MATH GEN, V25, P5055 VENKATESH SS, 1992, IEEE T INFORM THEORY, V38, P1114 WATTS DJ, 1998, NATURE, V393, P440 TC 0 BP 489 EP 496 PG 8 JI Neurocomputing PY 2001 PD JUN VL 38 GA 439QU PI AMSTERDAM RP Bohland JW Univ Cincinnati, ECECS Dept, Complex Adapt Syst Lab, Cincinnati, OH 45221 USA J9 NEUROCOMPUTING PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000169129200066 ER PT Journal AU Zhu, CP Xiong, SJ TI Fractal analysis of wave functions at the localization- delocalization transition in a disordered quantum small-world- network model SO PHYSICAL REVIEW B LA English DT Article NR 17 SN 0163-1829 PU AMERICAN PHYSICAL SOC C1 Nanjing Univ, Natl Lab Solid State Microstruct, Nanjing 210093, Peoples R China Nanjing Univ, Natl Lab Solid State Microstruct, Nanjing 210093, Peoples R China Nanjing Univ, Dept Phys, Nanjing 210093, Peoples R China Nanjing Univ Aeronaut & Astronaut, Coll Sci, Nanjing 210016, Peoples R China ID MULTIFRACTAL ANALYSIS; DIMENSIONS; SYSTEMS AB Localization-delocalization transition in disordered quantum small-world network model is confirmed by using the numerical multifractal analysis of the wave functions at the critical point. A linear relation between the numerator acid the denominator of the parametric representation for the singularity spectrum of the wave functions near the transition point is obtained, serving as a criterion of the critical behavior. The singularity spectrum f(alpha) at the critical point is size independent. The variation of the fractal intensity alpha (q) at q = 0 and q = 1 in changing the rewiring probability p reveals the phase transition as shown in the level statistics on the same model. CR ABRAHAMS E, 1979, PHYS REV LETT, V42, P673 AOKI H, 1983, J PHYS C SOLID STATE, V16, PL205 BARTHELEMY M, CONDMAT9908216 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 CHHABRA A, 1989, PHYS REV LETT, V62, P1327 EVERTSZ CJG, 1992, CHAOS FRACTALS GRUSSBACH H, 1993, CHEM PHYS, V178, P733 GRUSSBACH H, 1995, PHYS REV B, V51, P663 HALSEY TC, 1986, PHYS REV A, V33, P1141 HENTSCHEL HGE, 1983, PHYSICA D, V8, P435 KULKANI RV, IN PRESS PHYS REV E MILDE F, 1997, PHYS REV B, V55, P9463 MOORE C, CONDMAT001393 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SCHREIBER M, 1991, PHYS REV LETT, V67, P607 WATTS DJ, 1998, NATURE, V393, P440 ZHU CP, 2000, PHYS REV B, V62, P14780 TC 0 BP art. no. EP 193405 PG 4 JI Phys. Rev. B PY 2001 PD MAY 15 VL 6319 IS 19 GA 434KT PI COLLEGE PK RP Zhu CP Nanjing Univ, Natl Lab Solid State Microstruct, Nanjing 210093, Peoples R China J9 PHYS REV B PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000168814200017 ER PT Journal AU Czarnecki, JE TI No small world: New Disney park opens (California Adventure and Downtown Disney complete the Disneyland Resort complex) SO ARCHITECTURAL RECORD LA English DT News Item NR 0 SN 0003-858X PU MCGRAW HILL INC TC 0 BP 28 EP 28 PG 1 JI Archit. Rec. PY 2001 IS 3 GA 409LM PI NEW YORK J9 ARCHIT REC PA 1221 AVENUE OF THE AMERICAS, NEW YORK, NY 10020 USA UT ISI:000167385200009 ER PT Journal AU Slater, ES TI Copyright piracy: It's not a small world after all SO CHEMICAL INNOVATION LA English DT Article NR 4 SN 1527-4799 PU AMER CHEMICAL SOC CR 1991, BARRONS ED SERIES, P353 *BERN CONV, 1971, BERN CONV PROT LIT A WEEKS L, 2001, WASHINGTON POST 0207, PC1 WEEKS L, 2001, WASHINGTON POST 0207, PC9 TC 0 BP 38 EP 40 PG 3 JI Chem. Innov. PY 2001 PD MAY VL 31 IS 5 GA 430TK PI WASHINGTON J9 CHEM INNOV PA 1155 16TH ST, NW, WASHINGTON, DC 20036 USA UT ISI:000168591500007 ER PT Journal AU Zastrow, J TI It's a small world after all - Content for wireless & mobile applicances SO ECONTENT LA English DT Article NR 0 SN 1525-2531 PU ONLINE INC TC 0 BP 32 EP + PG 5 JI Econtent PY 2001 PD MAY VL 24 IS 3 GA 426WD PI WILTON J9 ECONTENT PA 213 DANBURY RD, WILTON, CT 06897-4007 USA UT ISI:000168370700006 ER PT Journal AU Pandit, SA Amritkar, RE TI Random spread on the family of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 18 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Phys Res Lab, Ahmedabad 380009, Gujarat, India Phys Res Lab, Ahmedabad 380009, Gujarat, India AB We present analytical and numerical results of a random walk on the family of small-world graphs. The average access time shows a crossover from regular to random behavior with increasing distance from the starting point of the random walk. We introduce an independent step approximation, which enables us to obtain analytic results for the average access time. We observe a scaling relation for the average access time in the degree of the nodes. The behavior of the average access time as a function of p shows striking similarity with that of the characteristic length of the graph. This observation may have important applications in routing and switching in networks with a large number of nodes. CR AMARAL LAN, CONDMAT0001458 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 DEMENEZES MA, CONDMAT9903426 DOROGOVTSEV SN, CONDMAT9907445 FELLER W, 1968, INTRO PROBABILITY TH HELBING D, CONDMAT9904327 KULKARNI RV, CONDMAT9905066 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 LOVASZ L, 1993, COMBINATORICS P EROD, V2, P1 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, CONDMAT9903347 MOORE C, UNPUB MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 STEVENS WR, 1993, UNIX NETWORK PROGRAM WATTS DJ, 1998, NATURE, V393, P440 TC 2 BP art. no. EP 041104 PG 7 JI Phys. Rev. E PY 2001 PD APR VL 6304 IS 4 PN 1 GA 424CQ PI COLLEGE PK RP Pandit SA Phys Res Lab, Ahmedabad 380009, Gujarat, India J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000168214900006 ER PT Journal AU Jasch, F Blumen, A TI Target problem on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 24 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Freiburg, D-79104 Freiburg, Germany Univ Freiburg, D-79104 Freiburg, Germany ID INFINITE-GRAPHS; RANDOM-WALKS; DIFFUSION; DYNAMICS; TRAPS AB In this work we focus on reactions on small-world networks (SWN's), disordered graphs of much recent interest. We study the target problem, since it allows an exact solution on regular lattices. On SWN's we find that the decay of the targets (for which we extend the formalism to disordered lattices) is again related to S(n), the mean number of distinct sites visited in n steps, although the S(n) vs n dependence changes here drastically in going from regular linear chains to their SWN. CR AGMON N, 2000, J CHEM PHYS, V112, P2863 BALAGUROV BY, 1974, ZH EKSP TEOR FIZ, V38, P968 BEREZHKOVSKII AM, 2000, J CHEM PHYS, V110, P112 BISWAS P, 2000, MACROMOL THEOR SIMUL, V9, P56 BLUMEN A, 1984, PHYS REV B, V30, P5379 BURIONI R, 2000, EUR PHYS J B, V15, P665 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 GRASSBERGER P, 1982, J CHEM PHYS, V77, P6281 JESPERSEN S, 2000, J CHEM PHYS, V113, P7652 JESPERSEN S, 2000, PHYS REV E A, V62, P6270 KLAFTER J, 1984, J STAT PHYS, V36, P561 KOZA Z, 1998, PHYS REV E, V57, P237 MOHAR B, 1989, B LOND MATH SOC, V21, P209 MONASSON R, 2000, EUR PHYS J B, V12, P555 MONTROLL EW, 1965, J MATH PHYS, V6, P167 MONTROLL EW, 1964, P S APPL MATH, V16, P193 NEWMAN MEJ, 1999, PHYS LETT A, V263, P347 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 ROSENBLATT M, 1971, MARKOV PROCESSES STR SZABO A, 1988, PHYS REV LETT, V61, P2496 WATTS DJ, 1998, NATURE, V393, P440 WEISS GH, 1994, ASPECTS APPL RANDOM WOESS W, 1994, B LOND MATH SOC, V26, P1 ZUMOFEN G, 1982, CHEM PHYS LETT, V88, P63 TC 4 BP art. no. EP 041108 PG 5 JI Phys. Rev. E PY 2001 PD APR VL 6304 IS 4 PN 1 GA 424CQ PI COLLEGE PK RP Jasch F Univ Freiburg, D-79104 Freiburg, Germany J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000168214900010 ER PT Journal AU Yang, XS TI Chaos in small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 12 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ Leeds, Dept Appl Math, Leeds LS2 9JT, W Yorkshire, England Univ Leeds, Dept Appl Math, Leeds LS2 9JT, W Yorkshire, England Univ Leeds, Dept Fuel & Energy, Leeds LS2 9JT, W Yorkshire, England ID MODEL AB A nonlinear small-world network model has been presented to investigate the effect of nonlinear interaction and time delay on the dynamic properties of small-world networks. Both numerical simulations and analytical analysis for networks with time delay and nonlinear interaction show chaotic features in the system response when nonlinear interaction is strong enough or the length scale is large enough. In addition, the small- world system may behave very differently on different scales. Time-delay parameter also has a very strong effect on properties such as the critical length and response time of small-world networks. CR BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS ESCALONA J, 2000, PHYS REV E, V61, P2987 MOON FC, 1992, CHAOTIC FRACTAL DYNA MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 OTT E, 1990, PHYS REV LETT, V64, P1196 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 0 BP art. no. EP 046206 PG 4 JI Phys. Rev. E PY 2001 PD APR VL 6304 IS 4 PN 2 GA 424CT PI COLLEGE PK RP Yang XS Univ Leeds, Dept Appl Math, Leeds LS2 9JT, W Yorkshire, England J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000168215100036 ER PT Journal AU Sun, K Ouyang, Q TI Distance distribution and reliability of small-world networks SO CHINESE PHYSICS LETTERS LA English DT Article NR 13 SN 0256-307X PU ALLERTON PRESS INC C1 Peking Univ, Dept Phys, Beijing 100871, Peoples R China Peking Univ, Dept Phys, Beijing 100871, Peoples R China Peking Univ, Mesoscop Phys Lab, Beijing 100871, Peoples R China ID NEURONAL NETWORK; OSCILLATIONS AB We have studied the distribution of distances in small-world networks by computer simulation. We found that in a small-world network, the longest distance between two vertices is just slightly longer than the average distance, indicating that the efficiency of the network is absolute rather than in average. We also investigated the robustness of a small-world network by randomly cutting some long paths in the network. The results show that the network is reliable against random cutting. CR ALBERT R, 1999, NATURE, V401, P130 ALBERTS B, 1994, MOL BIOL CELL ARTHUR WB, 1999, SCIENCE, V284, P107 BELA B, 1985, RANDOM GRAPHS COLLINS JJ, 1998, NATURE, V393, P409 KAUFFMAN SA, 1993, ORIGINS ORDER LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 LIU F, 1998, CHINESE PHYS LETT, V15, P152 MCCANN K, 1998, NATURE, V395, P794 TANG XW, 1998, CHINESE PHYS LETT, V15, P849 WANG W, 1998, CHINESE PHYS LETT, V15, P463 WATTS DJ, 1998, NATURE, V393, P440 WINFREE AT, 1980, GEOMETRY BIOL TIME TC 0 BP 452 EP 454 PG 3 JI Chin. Phys. Lett. PY 2001 PD MAR VL 18 IS 3 GA 417RM PI NEW YORK RP Sun K Peking Univ, Dept Phys, Beijing 100871, Peoples R China J9 CHIN PHYS LETT PA 18 WEST 27TH ST, NEW YORK, NY 10001 USA UT ISI:000167848000048 ER PT Journal AU Kuperman, M Abramson, G TI Small world effect in an epidemiological model SO PHYSICAL REVIEW LETTERS LA English DT Article NR 21 SN 0031-9007 PU AMERICAN PHYSICAL SOC C1 Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Inst Balseiro, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina Consejo Nacl Invest Cient & Tecn, Buenos Aires, DF, Argentina ID SPATIAL SPREAD; EPIDEMICS; NETWORKS; RABIES AB A model for the spread of an infection is analyzed for different population structures. The interactions within the population are described by small world networks, ranging from ordered lattices to random graphs. For the more ordered systems, there is a fluctuating endemic state of low infection. At a finite value of the disorder of the network, we find a transition to self-sustained oscillations in the size of the infected subpopulation. CR ANDERSON RM, 1982, NATURE, V318, P323 ANDERSON RM, 1982, SCIENCE, V215, P1053 BAILEY NT, 1975, MATH THEORY INFECT D BALL F, 1997, ANN APPL PROBAB, V7, P46 BARRAT A, 2000, EUR PHYS J B, V13, P547 CLIFF A, 1984, SCI AM, V250, P110 FUENTES MA, 1999, PHYSICA A, V267, P471 HEAGY JF, 1994, PHYS REV E, V50, P1874 HIRSCHHORN N, 1971, SCI AM, V225, P15 HOPPENSTEADT FC, 1975, MATH THEORIES POPULA, V20 KALLEN A, 1985, J THEOR BIOL, V116, P377 KAPLAN MM, 1977, SCI AM, V237, P88 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA LANDA PS, 1997, AIP CONF PROC, P321 MCEVEDY C, 1988, SCI AM, V258, P74 MIKHAILOV A, 1994, FDN SYNERGETIC 1 MOORE C, 2000, PHYS REV E B, V61, P5678 MURRAY JD, 1993, MATH BIOL MURRAY JD, 1986, P ROY SOC LOND B BIO, V229, P111 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 12 BP 2909 EP 2912 PG 4 JI Phys. Rev. Lett. PY 2001 PD MAR 26 VL 86 IS 13 GA 414YD PI COLLEGE PK RP Kuperman M Ctr Atom Bariloche, RA-8400 San Carlos De Bariloche, Rio Negro, Argentina J9 PHYS REV LETT PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000167693000053 ER PT Journal AU Malone, MS TI It's a small world SO FORBES LA English DT Editorial Material NR 0 SN 0015-6914 PU FORBES INC TC 0 BP 8 EP 8 PG 1 JI Forbes PY 2001 PD APR SU S GA 416AJ PI NEW YORK J9 FORBES PA 60 FIFTH AVE, NEW YORK, NY 10011 USA UT ISI:000167755500001 ER PT Journal AU Lawton, G TI It's a small world SO CHEMISTRY & INDUSTRY LA English DT Article NR 6 SN 0009-3068 PU SOC CHEMICAL INDUSTRY C1 New Scientist, London, England New Scientist, London, England ID LAYERED-SILICATE NANOCOMPOSITES; POLYMER CR *PRIN PARTN, 1999, NAN POL TECHN NEXT C ALEXANDRE M, 2000, MAT SCI ENG R, V28, P1 CALVERT P, 1999, NATURE, V399, P210 GILMAN JW, 2000, CHEM MATER, V12, P1866 LEBARON PC, 1999, APPL CLAY SCI, V15, P11 WANG Z, 1998, CHEM MATER, V10, P1820 TC 0 BP 174 EP 177 PG 4 JI Chem. Ind. PY 2001 PD MAR 19 IS 6 GA 414BD PI LONDON RP Lawton G New Scientist, London, England J9 CHEM IND-LONDON PA 14 BELGRAVE SQUARE, LONDON SW1X 8PS, ENGLAND UT ISI:000167645300015 ER PT Journal AU Manrubia, SC Delgado, J Luque, B TI Small-world behaviour in a system of mobile elements SO EUROPHYSICS LETTERS LA English DT Article NR 21 SN 0295-5075 PU E D P SCIENCES C1 Max Planck Inst Colloids & Interfaces, Div Theory, D-14424 Potsdam, Germany Max Planck Inst Colloids & Interfaces, Div Theory, D-14424 Potsdam, Germany Univ Politecn Catalunya, Dept Llenguatges & Sistemes Informat, ES-08034 Barcelona, Spain INTA, Ctr Astrobiol, Madrid 28850, Spain ID NETWORK MODEL; PERCOLATION; EVOLUTION; DYNAMICS AB We analyze the propagation of activity in a system of mobile automata. A number rhoL(d) of elements move as random walkers on a lattice of dimension d, while with a small probability p they can jump to any empty site in the system. We show that this system behaves as a Dynamic Small World (DSW) and present analytic and numerical results for several quantities. Our analysis shows that the persistence time T* (equivalent to the persistence size L* of small-world networks) scales as T* similar to (rhop)(-tau), with tau = 1/(d + 1). CR ALBERT R, 2000, NATURE, V406, P378 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 2000, EUR PHYS J B, V13, P457 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOCCARA N, 1994, J PHYS A-MATH GEN, V27, P1585 BORNHOLDT S, 2000, PHYS REV LETT, V84, P6114 COHEN R, 2000, PHYS REV LETT, V85, P4626 DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, 2000, PHYS REV E A, V62, P1842 HOLLDOBLER B, 1990, ANTS KLEINBERG JM, 2000, NATURE, V406, P845 KRAPIVSKY PL, 1996, J PHYS A-MATH GEN, V29, P5347 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 WATTS DJ, 1998, NATURE, V393, P440 ZANETTE DH, 1997, PHYS REV LETT, V79, P523 TC 3 BP 693 EP 699 PG 7 JI Europhys. Lett. PY 2001 PD MAR VL 53 IS 5 GA 410ZW PI LES ULIS CEDEXA RP Manrubia SC Max Planck Inst Colloids & Interfaces, Div Theory, D-14424 Potsdam, Germany J9 EUROPHYS LETT PA 7, AVE DU HOGGAR, PARC D ACTIVITES COURTABOEUF, BP 112, F-91944 LES ULIS CEDEXA, FRANCE UT ISI:000167474500020 ER PT Journal AU Gitterman, M TI Small-world phenomena in physics: the Ising model SO JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL LA English DT Article NR 18 SN 0305-4470 PU IOP PUBLISHING LTD C1 Bar Ilan Univ, Dept Phys, IL-52900 Ramat Gan, Israel Bar Ilan Univ, Dept Phys, IL-52900 Ramat Gan, Israel ID MEAN-FIELD THEORY; SPIN-GLASSES AB The Ising system with a small fraction of random long-range interactions is the simplest example of small-world phenomena in physics. Considering the latter both in an annealed and in a quenched state we conclude that: (a) the existence of random long-range interactions leads to a phase transition in the one- dimensional case and (b) there is a minimal average number p of these interactions per site (p < 1 in the annealed state, and p 1 in the quenched state) needed for the appearance of the phase transition. Note that the average number of these bonds, pN/2, is much smaller than the total number of bonds, N-2/2. CR BAKER GA, 1963, PHYS REV, V130, P1406 BARRAT A, 2000, EUR PHYS J B, V13, P547 BOLLOBAS B, 1985, RANDOM GRAPHS BROUT R, 1959, PHYS REV, V115, P824 CHAKRABARTI BK, 1985, J PHYS A, V18, PL373 DEGENNES PG, 1979, SCALING CONCEPTS POL EDWARDS SF, 1975, J PHYS F MET PHYS, V5, P965 GUARE J, 1990, 6 DEGREES SEPARATION ISING E, 1925, Z PHYS, V31, P253 KANTER I, 1987, PHYS REV LETT, V58, P164 MEZARD M, 1987, EUROPHYS LETT, V3, P1067 MEZARD M, 1987, SPIN GLASS THEORY NAGLE JF, 1970, PHYS REV A, V2, P2124 RAPAPORT DC, 1972, J PHYS C, V5, P1830 SYOZI I, 1966, PROG THEOR PHYS, V36, P1083 VIANA L, 1985, J PHYS C SOLID STATE, V18, P3037 WATTS DJ, 1998, NATURE, V393, P440 YANG YS, 1990, J PHYS A, V23, P319 TC 4 BP 8373 EP 8381 PG 9 JI J. Phys. A-Math. Gen. PY 2000 PD DEC 1 VL 33 IS 47 GA 404UZ PI BRISTOL RP Gitterman M Bar Ilan Univ, Dept Phys, IL-52900 Ramat Gan, Israel J9 J PHYS-A-MATH GEN PA DIRAC HOUSE, TEMPLE BACK, BRISTOL BS1 6BE, ENGLAND UT ISI:000167121300006 ER PT Journal AU Moore, A TI Brave small world - Biotechnology and nanotechnology may give rise to a completely new industry SO EMBO REPORTS LA English DT Editorial Material NR 3 SN 1469-221X PU OXFORD UNIV PRESS CR DUAN X, 2000, NATURE, V409, P66 OESTERHELT F, 2000, SCIENCE, V288, P143 WOOLLEY AT, 2000, NAT BIOTECHNOL, V18, P760 TC 1 BP 86 EP 88 PG 3 JI EMBO Rep. PY 2001 PD FEB VL 2 IS 2 GA 405BX PI OXFORD J9 EMBO REP PA GREAT CLARENDON ST, OXFORD OX2 6DP, ENGLAND UT ISI:000167138300007 ER PT Journal AU Infante, VD TI Small world gets smaller SO WORKFORCE LA English DT Editorial Material NR 0 SN 0031-5745 PU ACC COMMUNICATIONS INC TC 0 BP 28 EP 28 PG 1 JI Workforce PY 2001 PD FEB VL 80 IS 2 GA 398JT PI COSTA MESA J9 WORKFORCE PA 245 FISCHER AVE, COSTA MESA, CA 92626 USA UT ISI:000166753900011 ER PT Journal AU Des Jarlais, DC Jones, A TI Small world, big challenges: A report from the 9th International Congress of the World Federation of Public Health Associations SO AMERICAN JOURNAL OF PUBLIC HEALTH LA English DT Editorial Material NR 0 SN 0090-0036 PU AMER PUBLIC HEALTH ASSOC INC C1 Beth Israel Med Ctr, De Rothschild Chem Dependency Inst, 1st Ave 16th St, New York, NY 10003 USA Beth Israel Med Ctr, De Rothschild Chem Dependency Inst, New York, NY 10003 USA Amer Publ Hlth Assoc, Washington, DC USA World Federat Publ Hlth Assoc, Washington, DC USA TC 2 BP 14 EP 15 PG 2 JI Am. J. Public Health PY 2001 PD JAN VL 91 IS 1 GA 387GP PI WASHINGTON RP Des Jarlais DC Beth Israel Med Ctr, De Rothschild Chem Dependency Inst, 1st Ave 16th St, New York, NY 10003 USA J9 AMER J PUBLIC HEALTH PA 1015 FIFTEENTH ST NW, WASHINGTON, DC 20005 USA UT ISI:000166115100002 ER PT Journal AU Patterson, AS TI It's a small world: Incorporating service learning into international relations courses SO PS-POLITICAL SCIENCE & POLITICS LA English DT Article NR 12 SN 1049-0965 PU AMER POLITICAL SCIENCE ASSOC C1 Elmhurst Coll, Elmhurst, IL 60126 USA Elmhurst Coll, Elmhurst, IL 60126 USA CR *US BUR CENS, 1997, VOT REG BARBER BR, 1993, PS, V26, P235 GURR TR, 1994, ETHNIC CONFLICT WORL HENDESON C, 1998, INT RELATIONS CONFLI KEOHANE R, 1989, POWER INTERDEPENDENC MANN S, 1999, PS, V32, P263 NYE J, 1990, BOUND LEAD CHANGING NYE J, 2000, NY TIMES 0103, PA19 RHOADS R, 1998, ACAD SERVICE LEARNIN ROURKE J, 1999, INT POLITICS WORLD S TRUDEAU R, 1997, EXPT CITIZENSHIP CON WIARDA H, 1996, AM FOREIGN POLICY TC 0 BP 817 EP 822 PG 6 JI PS-Polit. Sci. Polit. PY 2000 PD DEC VL 33 IS 4 GA 385KB PI WASHINGTON RP Patterson AS Elmhurst Coll, Elmhurst, IL 60126 USA J9 PS-POLIT SCI POLIT PA 1527 NEW HAMPSHIRE N W, WASHINGTON, DC 20036 USA UT ISI:000166002100022 ER PT Journal AU Newman, MEJ TI Models of the small world SO JOURNAL OF STATISTICAL PHYSICS LA English DT Article NR 61 SN 0022-4715 PU KLUWER ACADEMIC/PLENUM PUBL C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA DE small world; networks; disordered systems; graph theory; social networks ID RANDOM NETWORKS; INTERNET AB It is believed that almost any pair of people in the world can be connected to one another by a short chain of intermediate acquaintances, of typical length about six. This phenomenon, colloquially referred to as the "six degrees of separation," has been the subject of considerable recent interest within the physics community. This paper provides a short review of the topic. CR ADAMIC LA, 2000, SCIENCE, V287, PA2115 ALBERT R, 2000, CONDMAT0005085 ALBERT R, 1999, NATURE, V401, P130 AMARAL LAN, 2000, P NATL ACAD SCI USA, V97, P11149 ANDERSON RM, 1995, J MATH BIOL, V33, P661 BAK P, 1993, PHYS REV LETT, V71, P4083 BARABASI AL, 1999, PHYSICA A, V272, P173 BARABASI AL, 2000, SCIENCE, V287, PA2115 BARABASI AL, 1999, SCIENCE, V286, P509 BARRAT A, 1999, CONDMAT9903323 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS BRODER A, 2000, P 9 INT WORLD WID WE DAS R, 1994, PARALLEL PROBLEM SOL DEMENEZES MA, 2000, EUROPHYS LETT, V50, P574 DOROGOVTSEV SN, 2000, CONDMAT0004434 DOROGOVTSEV SN, 2000, EUROPHYS LETT, V50, P1 ERDOS P, 1959, PUBL MATH-DEBRECEN, V6, P290 FALOUTSOS M, 1999, COMP COMM R, V29, P251 FISHER ME, 1982, PHYS REV B, V26, P2507 GLADWELL M, 1998, NEW YORKER, V74, P52 GUARE J, 1990, 6 DEGREES SEPARATION JESPERSEN IM, 2000, CONDMAT0004214 JESPERSEN S, 2000, CONDMAT0004392 KASTURIRANGAN R, 1999, 1663 MIT AI LAB KEELING MJ, 1999, P ROY SOC LOND B BIO, V266, P859 KIRBY D, 1998, NY TIMES 0221 KLECZKOWSKI A, 1999, PHYSICA A, V274, P355 KLEINBERG JM, 2000, NATURE, V406, P845 KOCKEN M, 1989, SMALL WORLD KORTE C, 1970, J PERS SOC PSYCHOL, V15, P101 KRAPIVSKY PL, 2000, CONDMAT0005139 KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 KULKARNI RV, 1999, CONDMAT9905066 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MATHIAS N, 2000, CONDMAT0002076 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MONTROLL EW, 1982, P NATL ACAD SCI USA, V79, P3380 MOORE C, 2000, PHYS REV E B, V62, P7059 MOORE C, 2000, PHYS REV E B, V61, P5678 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, MONTE CARLO METHODS NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, 2000, CONDMAT0004163 REDNER S, 1990, AM J PHYS, V58, P267 REDNER S, 1998, EUR PHYS J B, V4, P131 REMES T, 1997, NY TIMES 0817 SATTENSPIEL L, 1988, MATH BIOSCI, V90, P367 SCALA A, 2000, CONDMAT0004380 SORNETTE D, 1997, J PHYSIQUE, V17, P431 VALENTE T, 1995, NETWORK MODELS DIFFU WAGNER A, 2000, SMALL WORLD INSIDE L WALSH T, 1999, P 16 INT JOINT C ART WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 21 BP 819 EP 841 PG 23 JI J. Stat. Phys. PY 2000 PD NOV VL 101 IS 3-4 GA 387KR PI NEW YORK RP Newman MEJ Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 J STATIST PHYS PA 233 SPRING ST, NEW YORK, NY 10013 USA UT ISI:000166122200005 ER PT Journal AU Zhu, CP Xiong, SJ TI Localization-delocalization transition of electron states in a disordered quantum small-world network SO PHYSICAL REVIEW B LA English DT Article NR 11 SN 0163-1829 PU AMERICAN PHYSICAL SOC C1 Nanjing Univ, Natl Lab Solid State Microstruct, Nanjing 210093, Peoples R China Nanjing Univ, Natl Lab Solid State Microstruct, Nanjing 210093, Peoples R China Nanjing Univ, Dept Phys, Nanjing 210093, Peoples R China Nanjing Univ Aeronaut & Astronaut, Coll Sci, Nanjing 210016, Peoples R China ID ANDERSON AB We investigate the localization behavior of electrons in a random lattice that is constructed from a quasione-dimensional chain with a large coordinate number Z and rewired bonds, resembling the small-world network proposed recently, but with site-energy disorder and quantum links instead of classical ones. The random rewiring of bonds in the chain with large Z enhances both the topological disorder and the effective dimensionality. From the competition between disorder and dimensionality enhancement a transition from localization to delocalization is found by using the level statistics method. The critical value of the rewiring rate for this transition is determined numerically. We obtain a universal critical integrated distribution of level spacing s in the form I- pc(s)proportional to exp(-A(c)s(alpha)), with A(c)similar or equal to1.0 and alpha similar or equal to1.0. This reveals the possible existence of metal-insulator transition in materials with chains as the backbones. CR ABRAHAMS E, 1979, PHYS REV LETT, V42, P673 ANDERSON PW, 1958, PHYS REV, V109, P1492 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOHIGAS O, 1984, PHYS REV LETT, V52, P1 CUEVAS E, 1999, PHYS REV LETT, V83, P140 DUNCAN JW, 1998, NATURE, V393, P440 HOFSTETTER E, 1993, PHYS REV B, V48, P16979 KULKANI RV, CONDMAT9908216 NEWMAN MEJ, 1999, PHYS REV E, V60, P6263 XIONG SJ, 1995, PHYS REV B, V52, P13079 ZHAREKESHEV IK, 1997, PHYS REV LETT, V79, P717 TC 1 BP 14780 EP 14783 PG 4 JI Phys. Rev. B PY 2000 PD DEC 1 VL 62 IS 22 GA 383LJ PI COLLEGE PK RP Zhu CP Nanjing Univ, Natl Lab Solid State Microstruct, Nanjing 210093, Peoples R China J9 PHYS REV B PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000165883800033 ER PT Journal AU Favier, J TI The small world of the Place de Greve SO HISTOIRE LA French DT Article NR 1 SN 0182-2411 PU SOC ED SCIENTIFIQUES CR FAVIER J, HISTOIRE, V52, P28 TC 0 BP 26 EP 31 PG 6 JI Histoire PY 2000 PD OCT SI 9 GA 366QT PI PARIS 06 J9 HISTOIRE PA 57 RUE DE SEINE, 75280 PARIS 06, FRANCE UT ISI:000090016600006 ER PT Journal AU Kerr, L TI Letters (Response to the article, 'It's a Small World' about the important conservation work going on in the Arctic) SO LANDSCAPE ARCHITECTURE LA English DT Letter NR 0 SN 0023-8031 PU AMER SOC LANDSCAPE ARCHITECTS TC 0 BP 24 EP 24 PG 1 JI Landsc. Archit. PY 2000 PD OCT VL 90 IS 10 GA 358ZY PI WASHINGTON J9 LANDSCAPE ARCHIT PA 4401 CONNECTICUT AVE NW, WASHINGTON, DC 20008 USA UT ISI:000089588100003 ER PT Journal AU Ahmed, E Elgazzar, AS TI On coordination and continuous hawk-dove games on small-world networks SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 11 SN 1434-6028 PU SPRINGER-VERLAG C1 Fac Sci, Dept Math, POB 17551, Al Ain, U Arab Emirates Fac Sci, Dept Math, Al Ain, U Arab Emirates Mansoura Univ, Fac Sci, Dept Math, Mansoura 35516, Egypt Fac Educ, Dept Math, El Arish 45111, Egypt AB It is argued that small-world networks are more suitable than ordinary graphs in modelling the diffusion of a concept (e.g. a technology, a disease, a tradition, ...). The coordination game with two strategies is studied on small-world networks, and it is shown that the time needed for a concept to dominate almost all of the network is of order log(N), where N is the number of vertices. This result is different from regular graphs and from a result obtained by Young. The reason for the difference is explained. Continuous hawk-dove game is defined and a corresponding dynamical system is derived. Its steady state and stability are studied. Replicator dynamics for continuous hawk- dove game is derived without the concept of population. The resulting finite difference equation is studied. Finally continuous hawk-dove is simulated on small-world networks using Nash updating rule. The system is 2-cyclic for all the studied range. CR EGUILUZ VM, 2000, CONDMAT9908069, V2 GIBBONS R, 1992, PRIMER GAME THEORY HOFBAUER J, 1998, EVOLUTIONARY GAMES P HOFBAUER J, 1996, THEORY EVOLUTION DYN MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 2000, PHYS LETT A, V263, P341 SMITH JM, 1982, EVOLUTION THEORY GAM WAHL LM, 1999, J THEOR BIOL, V200, P307 WATTS DJ, 1998, NATURE, V393, P440 WEIBULL J, 1995, EVOLUTIONARY GAME TH YOUNG P, 1998, ICTP C MATH EC TRIES TC 0 BP 159 EP 162 PG 4 JI Eur. Phys. J. B PY 2000 PD NOV VL 18 IS 1 GA 376DW PI NEW YORK RP Ahmed E Fac Sci, Dept Math, POB 17551, Al Ain, U Arab Emirates J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000165443800019 ER PT Journal AU Jespersen, S Blumen, A TI Small-world networks: Links with long-tailed distributions SO PHYSICAL REVIEW E LA English DT Article NR 28 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Univ Freiburg, D-79104 Freiburg, Germany ID ANOMALOUS DIFFUSION; FRACTALS AB Small-world networks (SWN), obtained by randomly adding to a regular structure additional links (AL), are of current interest. In this paper we explore (based on physical models) a new variant of SWN, in which the probability of realizing an AL depends on the chemical distance between the connected sites. We assume a power-law probability distribution and study random walkers on the network, focusing especially on their probability of being at the ori,origin. We connect the results to Levy flights, which follow from a mean-field variant of our model. CR ALBERT R, 1999, NATURE, V401, P130 ALEXANDER S, 1982, J PHYS LETT-PARIS, V43, PL625 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BISWAS P, 2000, MACROMOL THEOR SIMUL, V9, P56 BLUMEN A, 1983, PHYS REV B, V28, P6112 BOUCHAUD JP, 1990, PHYS REP, V195, P127 DOI M, 1986, THEORY POLYMER DYNAM HUGHES BD, 1995, RANDOM WALKS RANDOM, V1 JESPERSEN S, IN PRESS J CHEM PHYS JESPERSEN S, 1999, PHYS REV E A, V59, P2736 JESPERSEN S, 2000, PHYS REV E B, V62, P4405 KLAFTER J, 1987, PHYS REV A, V35, P3081 KLECZKOWSKI A, 1999, PHYSICA A, V274, P355 KLEINBERG JM, 2000, NATURE, V406, P845 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOORE C, IN PRESS PHYS REV E MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 2000, J STAT PHYS, V101, P819 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NEWMAN MEJ, 2000, PHYS REV LETT, V84, P3201 PANDIT SA, CONDMAT0004163 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 SCHLESINGER MF, 1994, LECT NOTES PHYSICS, V450 SOKOLOV IM, 1997, PHYS REV LETT, V79, P857 WATTS DJ, 1998, NATURE, V393, P440 TC 12 BP 6270 EP 6274 PG 5 JI Phys. Rev. E PY 2000 PD NOV VL 62 IS 5 PN A GA 374JH PI COLLEGE PK RP Jespersen S Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000165341700056 ER PT Journal AU Gade, PM Hu, CK TI Synchronous chaos in coupled map lattices with small-world interactions SO PHYSICAL REVIEW E LA English DT Article NR 19 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Acad Sinica, Inst Phys, Taipei 11529, Taiwan Acad Sinica, Inst Phys, Taipei 11529, Taiwan ID SYNCHRONIZATION; NETWORKS; SYSTEMS AB In certain physical situations, extensive interactions arise naturally in systems. We consider one such situation, namely, small-world couplings. We show that, for a fixed fraction of nonlocal couplings, synchronous chaos is always a stable attractor in the thermodynamic limit. We point out that randomness helps synchronization. We also show that there is a size dependent bifurcation in the collective behavior in such systems. CR CHATE H, 1992, PROG THEOR PHYS, V87, P1 CRUTCHFIELD JP, 1987, DIRECTIONS CHAOS DEOLIVEIRA CR, 1997, PHYS REV E, V56, P4868 FINK KS, 2000, PHYS REV E A, V61, P5080 GADE PM, 1996, PHYS REV E, V54, P64 GADE PM, 1995, PHYS REV E, V52, P2478 GADE PM, 1993, PHYS REV E, V47, P143 GADE PM, 1999, PHYS REV E B, V60, P4966 KANEKO K, 1990, PHYS REV LETT, V65, P1391 MANRUBIA SC, 1999, PHYS REV E A, V60, P1579 MAY RM, 1976, NATURE LONODN, V261, P151 MENSOUR B, 1998, PHYS REV E, V58, P410 MONASSON R, CONDMAT9903347 NEWMAN MEJ, CONDMAT9904419 PECORA LM, 1998, PHYS REV LETT, V80, P2109 RAGHAVACHARI S, 1995, PHYS REV LETT, V74, P3297 TSANG KY, 1990, APPL PHYS LETT, V56, P495 WATTS DJ, 1998, NATURE, V393, P440 ZANETTE DH, 2000, EUROPHYS LETT, V45, P424 TC 2 BP 6409 EP 6413 PG 5 JI Phys. Rev. E PY 2000 PD NOV VL 62 IS 5 PN A GA 374JH PI COLLEGE PK RP Gade PM Acad Sinica, Inst Phys, Taipei 11529, Taiwan J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000165341700073 ER PT Journal AU Moore, C Newman, MEJ TI Exact solution of site and bond percolation on small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 18 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA Univ New Mexico, Dept Phys, Albuquerque, NM 87131 USA Santa Fe Inst, Santa Fe, NM 87501 USA AB We study percolation on small-world networks, which has been proposed as a simple model of the propagation of disease. The occupation probabilities of sites and bonds correspond to the susceptibility of individuals to the disease, and the transmissibility of the disease respectively. We give an exact solution of the model for both site and bond percolation, including the position of the percolation transition at which epidemic behavior sets in, the values of the critical exponents governing this transition, the mean and variance of the distribution of cluster sizes (disease outbreaks) below the transition, and the size of the giant component (epidemic) above the transition. CR ANDERSON RM, 1991, INFECT DIS HUMANS BALL F, 1997, ANN APPL PROBAB, V7, P46 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BOLLOBAS B, 1985, RANDOM GRAPHS HARDY GH, 1914, P LOND MATH SOC, V13, P174 KULKARNI RV, IN PRESS PHYS REV E MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOORE C, IN PRESS PHYS REV E MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, CONDMAT0001118 NEWMAN MEJ, IN PRESS PHYS REV LE NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 STAUFFER D, 1992, INTRO PERCOLATION TH WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS WILF HS, 1994, GENERATINGFUNCTIONOL TC 13 BP 7059 EP 7064 PG 6 JI Phys. Rev. E PY 2000 PD NOV VL 62 IS 5 PN B GA 374JK PI COLLEGE PK RP Moore C Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000165341900043 ER PT Journal AU Comellas, F Ozon, J Peters, JG TI Deterministic small-world communication networks SO INFORMATION PROCESSING LETTERS LA English DT Article NR 9 SN 0020-0190 PU ELSEVIER SCIENCE BV C1 Univ Politecn Catalunya, Dept Matemat Aplicada & Telemat, Campus Nord C3,J Girona 1-3, ES-08034 Barcelona, Spain Univ Politecn Catalunya, Dept Matemat Aplicada & Telemat, ES-08034 Barcelona, Spain Simon Fraser Univ, Sch Comp Sci, Burnaby, BC V5A 1S6, Canada DE small-world networks; communication networks; interconnection networks; distributed systems AB Many real life networks, including the World Wide Web, electric power grids, and social networks, are small-world networks. The two distinguishing characteristics of small-world networks are strong local clustering (nodes have many mutual neighbors), and small average distance between two nodes. Small-world networks are promising candidates for communication networks since typical data-flow patterns in communication networks show a large amount of clustering with a small number of "long- distance" communications that need to be completed quickly. Most previous research on small-world networks has used simulations, probabilistic techniques, and random replacements of edges to study the limiting behaviour of these networks. In this paper, we initiate the study of small-world networks as communication networks using graph-theoretic methods to obtain exact results. We construct networks with strong local clustering and small diameter (instead of average distance). Our networks have the additional property that they are regular. (C) 2000 Elsevier Science B.V. All rights reserved. CR ALBERT R, 1999, NATURE, V401, P130 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BERMOND JC, 1995, J PARALLEL DISTR COM, V24, P2 BOESCH FT, 1985, IEEE T CIRCUITS SYST, V32, P1286 DECASTRO R, 1999, MATH INTELL, V21, P51 HERZEL H, 1998, FRACTALS, V6, P301 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC TC 1 BP 83 EP 90 PG 8 JI Inf. Process. Lett. PY 2000 PD NOV 30 VL 76 IS 1-2 GA 374CH PI AMSTERDAM RP Comellas F Univ Politecn Catalunya, Dept Matemat Aplicada & Telemat, Campus Nord C3,J Girona 1-3, ES-08034 Barcelona, Spain J9 INF PROCESS LETT PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000165326500013 ER PT Journal AU Fell, DA Wagner, A TI The small world of metabolism SO NATURE BIOTECHNOLOGY LA English DT Editorial Material NR 22 SN 1087-0156 PU NATURE AMERICA INC C1 Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England Univ New Mexico, Dept Biochem, Albuquerque, NM 87131 USA ID ESCHERICHIA-COLI; NETWORKS; PATHWAYS; BIOMASS CR 2000, ERDOS NUMBER PROJECT 2000, ORACLE BACON VIRGINI BAIROCH A, 1999, NUCLEIC ACIDS RES, V27, P310 BARABASI AL, 1999, SCIENCE, V286, P509 CASCANTE M, 1995, BIOCHEM J, V308, P895 EASTERBY JS, 1986, BIOCHEM J, V233, P871 EDWARDS JS, 2000, P NATL ACAD SCI USA, V97, P5528 FELL DA, 2000, ANIMATING CELLULAR M, P79 HOLMS WH, 1986, CURR TOP CELL REGUL, V28, P69 INGRAHAM JL, 1983, GROWTH BACTERIAL CEL JEONG H, 2000, NATURE, V407, P651 KARP PD, 1999, NUCLEIC ACIDS RES, V27, P55 MIGRAM S, 1967, PSYCHOL TODAY, V2, P60 MOROWITZ HJ, 1992, BEGINNINGS CELLULAR NEIDHARDT FC, 1996, ESCHERICHLA COLI SAL PRAMANIK J, 1997, BIOTECHNOL BIOENG, V56, P398 SCHILLING CH, 1999, BIOTECHNOL PROGR, V15, P296 SCHUSTER S, 2000, NAT BIOTECHNOL, V18, P326 SELKOV E, 1996, NUCLEIC ACIDS RES, V24, P26 VARMA A, 1993, J THEOR BIOL, V165, P477 WAGNER A, 2000, 0007041 SANT FE I WATTS DJ, 1998, NATURE, V393, P440 TC 20 BP 1121 EP 1122 PG 2 JI Nat. Biotechnol. PY 2000 PD NOV VL 18 IS 11 GA 371JV PI NEW YORK RP Fell DA Oxford Brookes Univ, Sch Biol & Mol Sci, Oxford OX3 0BP, England J9 NAT BIOTECHNOL PA 345 PARK AVE SOUTH, NEW YORK, NY 10010-1707 USA UT ISI:000165176600002 ER PT Journal AU Jespersen, S Sokolov, IM Blumen, A TI Small-world Rouse networks as models of cross-linked polymers SO JOURNAL OF CHEMICAL PHYSICS LA English DT Article NR 22 SN 0021-9606 PU AMER INST PHYSICS C1 Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Univ Freiburg, D-79104 Freiburg, Germany ID GENERALIZED GAUSSIAN STRUCTURES; DYNAMICS; FIELDS; DNA AB We use the recently introduced small-world networks (SWNs) to model cross-linked polymers, as an extension of the linear Rouse chain. We study the SWN dynamics under the influence of external forces. We focus on the (structurally and thermally averaged) stretching of the SWN, which we determine numerically through diagonalization and analytically using an approximate expression for the SWN density of states. We show that stretching is related to the probability of a random walker over the network to return to its origin. We compare our SWN results to the corresponding ones for Cayley trees. (C) 2000 American Institute of Physics. [S0021-9606(00)50341-9]. CR BISWAS P, 2000, MACROMOL THEOR SIMUL, V9, P56 BLUMEN A, 1986, OPTICAL SPECTROSCOPY, P199 BOUCHAUD JP, 1990, PHYS REP, V195, P127 CASSI D, 1989, EUROPHYS LETT, V9, P627 CASSI D, 1992, PHYS REV B, V45, P454 DEBRUIJN NG, 1958, ASYMPTOTIC METHODS A DOI M, 1986, THEORY POLYM DYNAMIC JESPERSEN S, 2000, PHYS REV E B, V62, P4405 KANTOR Y, 1996, PHYS REV E, V54, P5263 KLAUMUNZER S, 1996, NUCL INSTRUM METH B, V116, P154 KULKARNI RV, 2000, PHYS REV E B, V61, P4268 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PERKINS TT, 1995, SCIENCE, V268, P83 QUAKE SR, 1997, NATURE, V388, P151 ROUSE PE, 1953, J CHEM PHYS, V21, P1272 SCHIESSEL H, 1996, MACROMOL THEOR SIMUL, V5, P45 SCHIESSEL H, 1998, PHYS REV E B, V57, P5775 SOMMER JU, 1995, J PHYS A-MATH GEN, V28, P6669 WATTS DJ, 1998, NATURE, V393, P440 WIRTZ D, 1995, PHYS REV LETT, V75, P2436 TC 11 BP 7652 EP 7655 PG 4 JI J. Chem. Phys. PY 2000 PD NOV 1 VL 113 IS 17 GA 368TD PI MELVILLE RP Jespersen S Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark J9 J CHEM PHYS PA 2 HUNTINGTON QUADRANGLE, STE 1NO1, MELVILLE, NY 11747-4501 USA UT ISI:000090132900071 ER PT Journal AU Amaral, LAN Scala, A Barthelemy, M Stanley, HE TI Classes of small-world networks SO PROCEEDINGS OF THE NATIONAL ACADEMY OF SCIENCES OF THE UNITED STATES OF AMERICA LA English DT Article NR 33 SN 0027-8424 PU NATL ACAD SCIENCES C1 Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA Boston Univ, Dept Phys, Boston, MA 02215 USA ID NERVOUS-SYSTEM; WIDE-WEB; INTERNET; DYNAMICS AB We study the statistical properties of a variety of diverse real-world networks. We present evidence of the occurrence of three classes of small-world networks: (a) scale-free networks, characterized by a vertex connectivity distribution that decays as a power law; (b) broad-scale networks, characterized by a connectivity distribution that has a power law regime followed by a sharp cutoff; and (c) single-scale networks, characterized by a connectivity distribution with a fast decaying tail. Moreover. we note for the classes of broad-scale and single- scale networks that there are constraints limiting the addition of new links. Our results suggest that the nature of such constraints may be the controlling factor for the emergence of different classes of networks. CR *AIRP COUNC INT, 1999, ACI ANN WORLDW AIRP ADAMIC LA, 1999, ADV TECH DIGIT LIBR, V1696, P443 ADAMIC LA, 2000, SCIENCE, V287, PA2115 ALBERT R, 1999, NATURE, V401, P130 ALON U, 1999, NATURE, V397, P168 AXTELL R, 1999, BEHAV DIMENSIONS RET, P161 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BERNARD HR, 1988, ETHNOLOGY, V27, P155 BOLLOBAS B, 1985, RANDOM GRAPHS BONNEY ME, 1956, SOCIOMETRY SCI MAN, P275 FARARO TJ, 1964, STUDY BIASED FRIENDS HUBERMAN BA, 1999, NATURE, V401, P131 HUBERMAN BA, 1999, SCIENCE, V280, P95 IJIRI Y, 1977, SKEW DISTRIBUTIONS S KOCH C, 1999, SCIENCE, V284, P96 KOCHEN M, 1989, SMALL WORLD LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MCCANN K, 1998, NATURE, V395, P794 MORENO JL, 1956, SOCIOMETRY SCI MAN NEWMAN MEJ, 2000, IN PRESS J STAT PHYS PAINE RT, 1992, NATURE, V355, P73 PIMM SL, 1991, NATURE, V350, P669 REDNER S, 1998, EUR PHYS J B, V4, P131 SCALA A, 1999, CONDMAT0004380 SEGLEN PO, 1992, J AM SOC INFORM SCI, V43, P628 SIMON H, 1958, AM ECON REV, V48, P607 STANLEY HE, 1971, INTRO PHASE TRANSITI VANLEEUWEN J, 1999, HDB THEORETICAL COMP, A VANRAAN AFJ, 1990, NATURE, V347, P626 WASSERMAN S, 1994, SOCIAL NETWORK ANAL WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS DYNAMIC WHITE JG, 1986, PHILOS T ROY SOC B, V314, P1 TC 68 BP 11149 EP 11152 PG 4 JI Proc. Natl. Acad. Sci. U. S. A. PY 2000 PD OCT 10 VL 97 IS 21 GA 363GA PI WASHINGTON RP Amaral LAN Boston Univ, Ctr Polymer Studies, Boston, MA 02215 USA J9 PROC NAT ACAD SCI USA PA 2101 CONSTITUTION AVE NW, WASHINGTON, DC 20418 USA UT ISI:000089825700008 ER PT Journal AU Jespersen, S Sokolov, IM Blumen, A TI Relaxation properties of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 25 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark Univ Freiburg, D-79104 Freiburg, Germany ID RANDOM-WALKS; DIFFUSION; FRACTALS; SPACE AB Recently, Watts and Strogatz introduced the so-called small- world networks in order to describe systems that combine simultaneously properties of regular and random lattices. In this work we study diffusion processes defined on such structures by considering explicitly the probability for a random walker to be present at the origin. The results are intermediate between the corresponding ones for fractals and Cayley trees. CR ALEXANDER S, 1982, J PHYS LETT-PARIS, V43, PL625 AMARAL LAN, CONDMAT0001458 BARRAT A, 2000, EUR PHYS J B, V13, P547 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BLUMEN A, 1989, P ROY SOC LOND A MAT, V423, P189 BLUMEN A, 1984, PHYS REV LETT, V53, P1301 BOLLOBAS B, 1985, RANDOM GRAPHS BRAY AJ, 1988, PHYS REV B, V38, P11461 BUNDE A, 1996, COMPUTATIONAL PHYSIC CASSI D, 1989, EUROPHYS LETT, V9, P627 CASSI D, 1992, PHYS REV B, V45, P454 GOYET JF, 1996, PHYSICS FRACTAL STRU KOHLER GH, 1990, J PHYS A, V23, P5611 LAGOFERNANDEZ LF, 2000, PHYS REV LETT, V84, P2758 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, 2000, EUR PHYS J B, V12, P555 MOORE C, CONDMAT0001393 MOUKARZEL CF, CONDMAT9905131 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 SOKOLOV IM, 1998, CZECH J PHYS, V48, P487 SOKOLOV IM, 1997, PHYS REV LETT, V79, P857 WATTS DJ, 1998, NATURE, V393, P440 TC 11 BP 4405 EP 4408 PG 4 JI Phys. Rev. E PY 2000 PD SEP VL 62 IS 3 PN B GA 356ML PI COLLEGE PK RP Jespersen S Aarhus Univ, Inst Phys & Astron, DK-8000 Aarhus C, Denmark J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000089447000092 ER PT Journal AU Marchiori, M Latora, V TI Harmony in the small-world SO PHYSICA A LA English DT Article NR 22 SN 0378-4371 PU ELSEVIER SCIENCE BV C1 Univ Catania, Dipartmento Fis, Corso Italia 57, I-95129 Catania, Italy Univ Catania, Dipartmento Fis, I-95129 Catania, Italy Ist Nazl Fis Nucl Sezione, I-95129 Catania, Italy MIT, Comp Sci Lab, Cambridge, MA 02139 USA DE neural networks; social systems; small world AB The small-world phenomenon, popularly known as six degrees of separation, has been mathematically formalized by Watts and Strogatz in a study of the topological properties of a network. Small-world networks are defined in terms of two quantities: they have a high clustering coefficient C like regular lattices and a short characteristic path length L typical of random networks. Physical distances are of fundamental importance in applications to real cases; nevertheless, this basic ingredient is missing in the original formulation. Here, we introduce a new concept, the connectivity length D, that gives harmony to the whole theory. D can be evaluated on a global and on a local scale and plays in turn the role oft and I:C. Moreover, it can be computed for any metrical network and not only for the topological cases. D has a precise meaning in terms of information propagation and describes in a unified way, both the structural and the dynamical aspects of a network: small- worlds are defined by a small global and local D, i.e., by a high efficiency in propagating information both on a local and global scale. The neural system of the nematode C, elegans, the collaboration graph of film actors, and the oldest US subway system, can now be studied also as metrical networks and are shown to be small-worlds. (C) 2000 Elsevier Science B.V. All rights reserved. CR INTERNET MOVIE DATAB MASSACHUSETTS BAY TR *US EPA, 1990, 440485032 EPA *US NAT WEATH SERV, AUT SURF OBS SYST AS ACHACOSO TB, 1992, AYS NEUROANATOMY C E BOLLABAS B, 1985, RANDOM GRAPHS COLLINS JJ, 1998, NATURE, V393, P409 GALLO G, 1988, ANN OPER RES, V13, P3 GERLOUGH DL, 1975, TRAFFIC FLOW THEORY GUARE J, 1990, 6 DEGREES SEPARATION HWANG K, 1988, COMPUTER ARCHITECTUR JAIN R, 1991, ART COMPUTER SYSTEMS KOCHEN M, 1989, SMALL WORLD MARCHIORI M, UNPUB SMALL WORLD BE MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PALLADIO A, 1530, 4 BOOKS ARCHITECTURE SIVAN E, 1999, BIOL CYBERN, V81, P11 SMITH JE, 1988, COMMUN ACM, V31, P1202 VANNAME ML, 1996, PC MAG, V1421, P13 VANRIJSBERGEN CJ, 1979, INFORMATION RETRIEVA WATTS DJ, 1998, NATURE, V393, P440 WITTKOWER R, 1949, ARCHITECTURAL PRINCI TC 3 BP 539 EP 546 PG 8 JI Physica A PY 2000 PD OCT 1 VL 285 IS 3-4 GA 353NY PI AMSTERDAM RP Latora V Univ Catania, Dipartmento Fis, Corso Italia 57, I-95129 Catania, Italy J9 PHYSICA A PA PO BOX 211, 1000 AE AMSTERDAM, NETHERLANDS UT ISI:000089283400025 ER PT Journal AU Carpenter, M TI 'It's a small world': mental health policy under welfare capitalism since 1945 SO SOCIOLOGY OF HEALTH & ILLNESS LA English DT Article NR 60 SN 0141-9889 PU BLACKWELL PUBL LTD C1 Univ Warwick, Dept Social Policy & Social Work, Coventry CV4 7AL, W Midlands, England Univ Warwick, Dept Social Policy & Social Work, Coventry CV4 7AL, W Midlands, England DE community care; mental health; comparative social policy; globalisation; health policy; welfare capitalism ID REFORMS AB Much sociological theorising about community care in mental health universalises from Anglo-American contexts. So do assessments of policy shifts towards deinstitutionalisation, whose tendency towards negativity largely reflects the downsized mental health care systems that have emerged in welfare regimes, strongly influenced by neoliberal political ideology. Drawing on the framework of Esping-Anderson (1990), the article seeks to theorise from a wider range of welfare regimes, including Sweden and Italy, where political influences on policy provide more support for a degree of optimism. It also seeks to demonstrate in outline the advantages of analysing global influences on mental health policy under welfare capitalism, as key factors shaping policy throughout the whole post-1945 period. CR BACHRACH LL, 1997, CARE COMMUNITY ILLUS BECK U, 1992, RISK SOC NEW MODERNI BOURKE J, 1998, WAR MED MODERNITY BRECHER J, 1994, GLOBAL VILLAGE GLOBA BRENNER H, 1973, MENTAL ILLNESS EC BROWN H, 1992, NORMALIZATION READER BROWN P, 1985, TRANSFER CARE PSYCHI BRUSEN P, 1999, WELFARE FREEDOM CHOI BUSFIELD J, 1986, MANAGING MADNESS CHA DICKEN P, 1998, GLOBAL SHIFT TRANSFO ESPINGANDERSON G, 1990, 3 WORLDS WELFARE CAP ESPINGANDERSON G, 1996, WELFARE STATES TRANS FOUCAULT M, 1977, DISCIPLINE PUNISH BI FOUCAULT M, 1967, MADNESS CIVILIZATION GARPENBY P, 1993, EUROPEAN J PUBLIC HL, V3, P296 GIDDENS A, 1991, MODERNITY SELF IDENT GINSBURG N, 1992, DIVISIONS WELFARE CR GOODWIN S, 1997, COMP MENTAL HLTH POL GOULD A, 1996, EUROPEAN WELFARE POL HELD D, 1989, GLOBAL TRANSFORMATIO IMMERGUT E, 1999, HLTH CARE SYSTEMS TR JESSOP B, 1994, POST FORDIST WELFARE JONES K, 1993, ASYLUMS AFTER REVISE JONES K, 1988, EXPERIENCE MENTAL HL JONES K, 1972, HIST MENTAL HLTH SER LANGAN M, 1993, EUROPEAN WELFARE STA LEIBFRIED S, 1993, NEW PERSPECTIVES WEL LYOTARD JF, 1984, POSTMODERN CONDITION MANGEN S, 1985, MENTAL HLTH CARE EUR MATTHEWS R, 1979, CAPITALISM RULE LAW MATTHEWS R, 1987, TRANSCARCERATION ESS MISHARA AL, 1994, PHILOS PERSPECTIVES MOHAN J, 1996, SOCIOL HEALTH ILL, V18, P675 NAVARRO V, 1991, INT J HEALTH SERV, V21, P585 NIERO M, 1996, EUROPEAN WELFARE POL OCONNOR J, 1973, FISCAL CRISIS STATE PERGAMI A, 1992, PSYCHIAT B, V16, P90 PILGRIM D, 1999, POLICY POLIT, V27, P13 PILGRIM D, 1990, SOCIOLOGY MENTAL HLT PRIOR L, 1993, SOCIAL ORG MENTAL IL RABINOW P, 1984, FOUCAULT READER INTR RAMON S, 1983, INT J HLTH SERVICES, V13, P307 RAMON S, 1991, PSYCHIAT TRANSITION RHODES M, 1996, J EUROPEAN SOCIAL PO, V6, P305 RITZER G, 1996, MCDONALDIZATION SOC ROSE N, 1986, POWER PSYCHIAT ROSE N, 1985, PSYCHOL COMPLEX POLI ROTHMAN DJ, 1971, DISCOVERY ASYLUM SOC SAMELE C, 1991, MENTAL HLTH SERVICES SCULL A, 1977, DECARCERATION COMMUN SCULL A, 1979, MUSEUMS MADNESS SCULL A, 1993, SOC HIST MED, V6, P3 SEDGWICK P, 1982, PSYCHO POLITICS SONE K, 1997, COMMUNITY CARE 1009, P18 STERN V, 1998, SIN FUTURE IMPRISONM TRIEMAN N, 1999, BRIT MED J, V319, P13 TURNER BS, 1987, MED POWER SOCIAL KNO WALLACE ER, 1994, PHILOS PERSPECTIVES WILLIAMS F, 1994, POST FORDIST WELFARE WILLIAMS F, 1995, SOCIAL POLITICS SUM, P127 TC 0 BP 602 EP 620 PG 19 JI Sociol. Health Ill. PY 2000 PD SEP VL 22 IS 5 GA 351YK PI OXFORD RP Carpenter M Univ Warwick, Dept Social Policy & Social Work, Coventry CV4 7AL, W Midlands, England J9 SOCIOL HEALTH ILL PA 108 COWLEY RD, OXFORD OX4 1JF, OXON, ENGLAND UT ISI:000089187600004 ER PT Journal AU Anderson, SG TI It's a small world ... getting smaller SO LASER FOCUS WORLD LA English DT Editorial Material NR 0 SN 0740-2511 PU PENNWELL PUBL CO TC 0 BP 7 EP 7 PG 1 JI Laser Focus World PY 2000 PD SEP VL 36 IS 9 GA 352HX PI NASHUA J9 LASER FOCUS WORLD PA 98 SPIT BROOK RD, NASHUA, NH 03062-2801 USA UT ISI:000089210400001 ER PT Journal AU Allen, MM TI Six degrees of affiliation: The small world of search tools SO ONLINE LA English DT Article NR 0 SN 0146-5422 PU ONLINE INC C1 Univ S Florida, Tampa Campus Lib, Tampa, FL 33620 USA TC 0 BP 49 EP + PG 3 JI Online PY 2000 PD SEP-OCT VL 24 IS 5 GA 348GM PI WILTON RP Allen MM Univ S Florida, Tampa Campus Lib, Tampa, FL 33620 USA J9 ONLINE PA 213 DANBURY RD, WILTON, CT 06897-4007 USA UT ISI:000088977200006 ER PT Journal AU Kleinberg, JM TI Navigation in a small world - It is easier to find short chains between points in some networks than others. SO NATURE LA English DT Article NR 10 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD C1 Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA CR ADAMIC L, 1999, SPRINGER LECT NOTES, V1696, P443 ALBERT R, 1999, NATURE, V401, P130 BRAITENBERG V, 1991, ANATOMY CORTEX CORMEN T, 1990, INTRO ALGORITHMS KILLWORTH PD, 1978, SOC NETWORKS, V1, P159 KOCHEN M, 1989, SMALL WORLD MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 PELEG D, 1989, J ASSOC COMPUT MACH, V36, P510 PIROLLI P, 1999, PSYCHOL REV, V106, P643 WATTS DJ, 1998, NATURE, V393, P440 TC 15 BP 845 EP 845 PG 1 JI Nature PY 2000 PD AUG 24 VL 406 IS 6798 GA 347AG PI LONDON RP Kleinberg JM Cornell Univ, Dept Comp Sci, Ithaca, NY 14853 USA J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000088903600028 ER PT Journal AU Ahmed, E Abdusalam, HA TI On social percolation and small world network SO EUROPEAN PHYSICAL JOURNAL B LA English DT Article NR 12 SN 1434-6028 PU SPRINGER-VERLAG C1 UAE Univ, Fac Sci, Dept Math, POB 17551, Al Ain, U Arab Emirates UAE Univ, Fac Sci, Dept Math, Al Ain, U Arab Emirates Cairo Univ, Fac Sci, Dept Math, Giza, Egypt ID DIRECTED PERCOLATION AB The social percolation model is generalized to include the propagation of two mutually exclusive competing effects on a one-dimensional ring and a two-dimensional square lattice. It is shown that the result depends significantly on which effect propagates first i.e. it is a non-commutative phenomenon. Then the propagation of one effect is studied on a small network. It generalizes the work of Moore and Newman of a disease spread to the case where the susceptibility of the population is random. Three variants of the Domany-Kinzel model are given. One of them (delayed) does not have a chaotic region for some value of the delay weight. CR AHMED E, 1998, PHYSICA A, V253, P347 BARRAT A, 2000, EUR PHYS J B, V13, P547 DOMANY E, 1984, PHYS REV LETT, V53, P311 EDELSTEINKESHET L, 1988, MATH MODELS BIOL GRASSBERGER P, 1995, J STAT PHYS, V79, P13 MOORE C, UNPUB PHYS REV E MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 2000, PHYS LETT A, V263, P341 SOLOMON S, 9909001 AD ORG SOLOMON S, 2000, PHYSICA A, V277, P239 STAUFFER D, 1994, INTRO PERCOLATION WATTS DJ, 1998, NATURE, V393, P440 TC 2 BP 569 EP 571 PG 3 JI Eur. Phys. J. B PY 2000 PD AUG VL 16 IS 3 GA 343QP PI NEW YORK RP Ahmed E UAE Univ, Fac Sci, Dept Math, POB 17551, Al Ain, U Arab Emirates J9 EUR PHYS J B PA 175 FIFTH AVE, NEW YORK, NY 10010 USA UT ISI:000088713300026 ER PT Journal AU Bennett, P TI It's a small world - A landscape plan for the Arctic-Circle brings together eight countries (Leslie Kerr, landscape architect) SO LANDSCAPE ARCHITECTURE LA English DT Article NR 0 SN 0023-8031 PU AMER SOC LANDSCAPE ARCHITECTS TC 0 BP 42 EP + PG 0 JI Landsc. Archit. PY 2000 PD JUL VL 90 IS 7 GA 327ZA PI WASHINGTON J9 LANDSCAPE ARCHIT PA 4401 CONNECTICUT AVE NW, WASHINGTON, DC 20008 USA UT ISI:000087823300014 ER PT Journal AU Daves, BR TI A small world after all? The reach and grasp of the globalization debate SO JOURNAL OF INTERAMERICAN STUDIES AND WORLD AFFAIRS LA English DT Review NR 19 SN 0022-1937 PU UNIV MIAMI C1 Columbia Univ, New York, NY 10027 USA Columbia Univ, New York, NY 10027 USA CR 1995, DAEDALUS SPR, P124 *UN, 1998, WORLD INV REP BERGER S, 1996, NATL DIVERSITY GLOBA DOREMUS PN, 1998, MYTH GLOBAL CORPORAT FRIEDEN J, 1991, DEBT DEV DEMOCRACY M GILPIN R, 1987, POLITICAL EC INT REL GILPIN R, 1975, U S POWER MULTINATIO GOUREVITCH PA, 1986, POLITICS HARD TIMES GREIDER W, 1997, 1 WORLD READY NOT MA HIRST P, 1996, GLOBALIZATION QUESTI KATZENSTEIN P, 1978, POWER PLENTY FOREIGN KEOHANE RO, 1996, INT DOMESTIC POLITIC KINDLEBERGER CP, 1970, INT CORPORATION LORIAUX M, 1997, CAPITAL UNGOVERNED L OHMAE K, 1990, BORDERLESS WORLD POW ROGOWSKI R, 1989, COMMERCE COALITIONS STALLINGS B, 1995, GLOBAL CHANGE REGION STRANGE S, 1996, RETREAT STATE DIFFUS TSEBELIS G, 1995, BRIT J POLIT SCI, V25, P289 TC 1 BP 109 EP 121 PG 13 JI J. Interam. Stud. World Aff. PY 2000 PD SUM VL 42 IS 2 GA 339AY PI CORAL GABLES RP Daves BR Columbia Univ, New York, NY 10027 USA J9 J INTERAMER STUD WORLD AFF PA J INTERAMER STUD WORLD AFF PO BOX 248134, CORAL GABLES, FL 33124 USA UT ISI:000088456500006 ER PT Journal AU Schulhof, J Poe, E TI It's a small world after all SO LAB ANIMAL LA English DT Editorial Material NR 0 SN 0093-7355 PU NATURE AMERICA INC TC 0 BP 9 EP 9 PG 1 JI Lab Anim. PY 2000 PD JUN VL 29 IS 6 GA 321MC PI NEW YORK J9 LAB ANIMAL PA 345 PARK AVE SOUTH, NEW YORK, NY 10010-1707 USA UT ISI:000087458400001 ER PT Journal AU De Menezes, MA Moukarzel, CF Penna, TJP TI First-order transition in small-world networks SO EUROPHYSICS LETTERS LA English DT Article NR 15 SN 0295-5075 PU E D P SCIENCES C1 Univ Fed Fluminense, Inst Fis, BR-24210340 Niteroi, RJ, Brazil Univ Fed Fluminense, Inst Fis, BR-24210340 Niteroi, RJ, Brazil ID 1ST-ORDER PHASE-TRANSITIONS AB The small-world transition is a first-order transition at zero density p of shortcuts, whereby the normalised shortest-path distance L = (l) over bar/L undergoes a discontinuity in the thermodynamic limit. On finite systems the apparent transition is shifted by Delta p similar to L-d Equivalently a "persistence size" L* similar to p(-1/d) can be defined in connection with finite-size effects. Assuming L* similar to p(- tau), simple rescaling arguments imply that tau = 1/d. We confirm this result by extensive numerical simulation in one to four dimensions, and argue that tau = 1/d implies that this transition is first order. CR BARRAT A, 2000, EUROPHYS LETT, V13, P574 BARRAT A, SMALL WORLD NETWORKS BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 FISHER ME, 1982, PHYS REV B, V26, P2507 HERZEL H, 1998, CONDMAT9903323, V6, P4 MONASSON R, 1999, EUR PHYS J B, V12, P555 MOUKARZEL C, CONDMAT9905131 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, 1999, PHYS LETT A, V263, P341 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 NIENHUIS B, 1975, PHYS REV LETT, V35, P477 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 PAPADIMITRIOU CH, 1982, COMBINATORIAL OPTIMI PAPADIMITRIOU CH, 1990, GRAPH ALGORITHMS HDB WATTS DJ, 1998, NATURE, V393, P440 TC 14 BP 574 EP 579 PG 6 JI Europhys. Lett. PY 2000 PD JUN VL 50 IS 5 GA 321UU PI LES ULIS CEDEXA RP De Menezes MA Univ Fed Fluminense, Inst Fis, BR-24210340 Niteroi, RJ, Brazil J9 EUROPHYS LETT PA 7, AVE DU HOGGAR, PARC D ACTIVITES COURTABOEUF, BP 112, F-91944 LES ULIS CEDEXA, FRANCE UT ISI:000087473700002 ER PT Journal AU Clarke, M TI Making sense of a small world - The Aventis Junior Science Book Prize 2000 shortlist SO NATURE LA English DT Review NR 7 SN 0028-0836 PU MACMILLAN PUBLISHERS LTD CR BRAINWAVES BEDROOM DK GUIDE SPACE EVOLVE DIE GOOSEBUMPS HIST NEWS SPACE KINGFISHER BOOK PLAN USBORNE 1ST ENCYCLO TC 0 BP 514 EP 514 PG 1 JI Nature PY 2000 PD JUN 1 VL 405 IS 6786 GA 321HF PI LONDON J9 NATURE PA PORTERS SOUTH, 4 CRINAN ST, LONDON N1 9XW, ENGLAND UT ISI:000087449500025 ER PT Journal AU Moore, C Newman, MEJ TI Epidemics and percolation in small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 10 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA Santa Fe Inst, Santa Fe, NM 87501 USA Univ New Mexico, Dept Comp Sci, Albuquerque, NM 87131 USA Univ New Mexico, Dept Phys, Albuquerque, NM 87131 USA AB We study some simple models of disease transmission on small- world networks, in which either the probability of infection by a disease or the probability of its transmission is varied, or both. The resulting models display epidemic behavior when the infection or transmission probability rises above the threshold for site or bond percolation on the network, and we give exact solutions for the position of this threshold in a variety of cases. We confirm our analytic results by numerical simulation. CR BARKEMA GT, 1999, MONTE CARLO METHODS KOCKEN M, 1989, SMALL WORLD KRETZSCHMAR M, 1996, MATH BIOSCI, V133, P165 MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MOUKARZEL C, IN PRESS PHYS REV E NEWMAN MEJ, CONDMAT9909165 NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 SATTENSPIEL L, 1988, MATH BIOSCI, V90, P367 WATTS DJ, 1998, NATURE, V393, P440 WATTS DJ, 1999, SMALL WORLDS TC 30 BP 5678 EP 5682 PG 5 JI Phys. Rev. E PY 2000 PD MAY VL 61 IS 5 PN B GA 314RK PI COLLEGE PK RP Moore C Santa Fe Inst, 1399 Hyde Pk Rd, Santa Fe, NM 87501 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000087071200034 ER PT Journal AU Dolan, KA TI Emerging markets - Small world sites SO FORBES LA English DT Article NR 0 SN 0015-6914 PU FORBES INC AB Want to check out the action in La Cemento, a cement manufacturer trading on the Guayaquil Stock Exchange? The closing price of Indonesia's Asia Tetap Berbunga fixed income fund? The Web has taken a good amount of the uncertainty out of investing in emerging markets. Nearly every viable emerging market country has a site devoted to its market or investments. Disclosure standards and rules are often laughable, but luckily you can glean important information from foreign companies' own Web sites. We recommend newcomers start with our favorite, Emerging Markets Directory, a great site for education and a useful gateway to other foreign company and financial market sites. Experienced investors and bond traders should head to sites like ISI Emerging Markets or Bradynet.com, which give greater detail. For sites devoted to news overseas, visit Forbesbest.com where you will find reviews of more than 15 international news Web sites. TC 0 BP 90 EP + PG 2 JI Forbes PY 2000 PD MAY 22 VL 165 IS 12 GA 311XC PI NEW YORK J9 FORBES PA 60 FIFTH AVE, NEW YORK, NY 10011 USA UT ISI:000086910600021 ER PT Journal AU Kulkarni, RV Almaas, E Stroud, D TI Exact results and scaling properties of small-world networks SO PHYSICAL REVIEW E LA English DT Article NR 21 SN 1063-651X PU AMERICAN PHYSICAL SOC C1 Ohio State Univ, Dept Phys, Columbus, OH 43210 USA Ohio State Univ, Dept Phys, Columbus, OH 43210 USA AB We study the distribution function for minimal paths in small- world networks. We derive its general form, which we verify numerically, and also discuss its scaling properties. Using the general form of this distribution function, we derive exact expressions for the average minimal distance (-)l and its variance sigma(2). Finally, we study the Limit of large system sizes and obtain some approximate results. CR ALBERT R, 1999, NATURE, V401, P130 BARABASI AL, 1999, PHYSICA A, V272, P173 BARRAT A, IN PRESS EUR PHYS B BARRAT A, 1998, PHYS REV E B, V57, P3629 BARTHELEMY M, 1999, PHYS REV LETT, V82, P3180 BARTHELEMY M, 1999, PHYS REV LETT, V82, P5180 BOLLOBAS B, 1985, RANDOM GRAPHS DEMENEZES MA, CONDMAT9903426 DOROGOVTSEV SN, CONDMAT9907445 KASTURIRANGAN R, CONDMAT9904055 KULKARNI RV, CONDMAT9905066 KURAMOTO Y, 1984, CHEM OSCILLATIONS WA MILGRAM S, 1967, PSYCHOL TODAY, V1, P61 MONASSON R, CONDMAT9903347 MOUKARZEL CF, CONDMAT9005131 MOUKARZEL CF, 1999, PHYS REV E, V60, P6263 NEWMAN MEJ, IN PRESS PHYS LETT A NEWMAN MEJ, 1999, PHYS REV E B, V60, P7332 PANDIT SA, 1999, PHYS REV E A, V60, PR1119 STRANG G, 1999, UNPUB PHYS REV E, V60, P7332 WATTS DJ, 1998, NATURE, V393, P440 TC 12 BP 4268 EP 4271 PG 4 JI Phys. Rev. E PY 2000 PD APR VL 61 IS 4 PN B GA 306LC PI COLLEGE PK RP Kulkarni RV Ohio State Univ, Dept Phys, Columbus, OH 43210 USA J9 PHYS REV E PA ONE PHYSICS ELLIPSE, COLLEGE PK, MD 20740-3844 USA UT ISI:000086597300034 ER PT Journal AU Ames, KM TI The Wintu and their neighbors: A very small world-system in northern California SO CONTEMPORARY SOCIOLOGY-A JOURNAL OF REVIEWS LA English DT Book Review NR 1 SN 0094-3061 PU AMER SOCIOLOGICAL ASSOC C1 Portland State Univ, Dept Anthropol, Portland, OR 97207 USA Portland State Univ, Dept Anthropol, Portland, OR 97207 USA CR CHASEDUNN C, 1998, WINTU NEIGHBORS VERY TC 0 BP 394 EP 395 PG 2 JI Contemp. Sociol.-J. Rev. PY 2000 PD MAR VL 29 IS 2 GA 306MW PI WASHINGTON RP Ames KM Portland State Univ, Dept Anthropol, Portland, OR 97207 USA J9 CONTEMP SOCIOL PA 1307 NEW YORK AVE NW #700, WASHINGTON, DC 20005-4712 USA UT ISI:000086601300052 ER PT Book in series AU Adamic, LA TI The small World Web SO RESEARCH AND ADVANCED TECHNOLOGY FOR DIGITAL LIBRARIES, PROCEEDINGS LA English DT Article NR 9 SN 0302-9743 PU SPRINGER-VERLAG BERLIN C1 Xerox Corp, Palo Alto Res Ctr, 3333 Coyote Hill Rd, Palo Alto, CA 94304 USA Xerox Corp, Palo Alto Res Ctr, Palo Alto, CA 94304 USA AB I show that the World Wide Web is a small world, in the sense that sites are highly clustered yet the path length between them is small. I also demonstrate the advantages of a search engine which;makes use of the fact that pages corresponding to a particular search query can form small world networks, In a further application, the search engine uses the small-worldness of its search results to measure the connectedness between communities on the Web. 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