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Meir Fershtman

Biographic Data

ID4983273
NAMEMeir Fershtman
GIVEN NAMESMeir
FAMILY NAMEFershtman
SIGNATUREFERSHTMAN M
AFFILIATIONSTel Aviv University
VERIFIEDNo
TOTAL WORKS2
TOTAL CITATIONS8
AUTHOR COUNT2
EDITOR COUNT0
FIRST PUBLICATION YEAR1985
LATEST PUBLICATION YEAR1997
H-INDEX2
  • Cohesive group detection in a social network by the segregation matrix index

    Open Access•Meir Fershtman•ARTICLE•Social Networks•1997•Cited by: 5•References: 11

  • Transitivity and the path census in sociometry

    Meir Fershtman•ARTICLE•Journal of Mathematical Sociology•1985•Cited by: 3•References: 7

    This paper develops a method for calculating the tendency towards transitivity while keeping constant the number of choices which are made by each member of the group (Un(XI+) distribution) or the number of times each member is chosen (UN (X+J) distribution). Such a calculation was suggested by Wasserman, who used the triad census developed by Holland and Leinhardt. This work presents a simpler way. This is accomplished by developing a path censu…

  • Cohesive group detection in a social network by the segregation matrix index

    Open Access•Meir Fershtman•ARTICLE•Social Networks•1997•Cited by: 5•References: 11

  • Transitivity and the path census in sociometry

    Meir Fershtman•ARTICLE•Journal of Mathematical Sociology•1985•Cited by: 3•References: 7

    This paper develops a method for calculating the tendency towards transitivity while keeping constant the number of choices which are made by each member of the group (Un(XI+) distribution) or the number of times each member is chosen (UN (X+J) distribution). Such a calculation was suggested by Wasserman, who used the triad census developed by Holland and Leinhardt. This work presents a simpler way. This is accomplished by developing a path censu…

  • Transitivity and the path census in sociometry

    Meir Fershtman•ARTICLE•Journal of Mathematical Sociology•1985•Cited by: 3•References: 7

    This paper develops a method for calculating the tendency towards transitivity while keeping constant the number of choices which are made by each member of the group (Un(XI+) distribution) or the number of times each member is chosen (UN (X+J) distribution). Such a calculation was suggested by Wasserman, who used the triad census developed by Holland and Leinhardt. This work presents a simpler way. This is accomplished by developing a path censu…

  • Cohesive group detection in a social network by the segregation matrix index

    Open Access•Meir Fershtman•ARTICLE•Social Networks•1997•Cited by: 5•References: 11

Complex Network Analysis Techniques (2 works) · Computer Science (2 works) · Mathematics (2 works) · Opinion Dynamics and Social Influence (2 works) · Psychology (2 works) · Social Psychology (2 works) · Social Psychology (2 works) · Statistics (2 works) · Arithmetic (1 work) · Binary number (1 work)

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