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Subhadip Chakrabarti

Biographic Data

ID5934997
NAMESubhadip Chakrabarti
GIVEN NAMESSubhadip
FAMILY NAMEChakrabarti
SIGNATURECHAKRABARTI S
AFFILIATIONSQueen's University Belfast
ORCID0000-0001-6327-8059
VERIFIEDYes
TOTAL WORKS5
TOTAL CITATIONS4
WORKS AS AUTHOR5
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2006
LATEST PUBLICATION YEAR2021
H-INDEX1
  • Probabilistic network values

    Open Access•Surajit Borkotokey, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2021•References: 14

  • Nash equilibria of network formation games under consent

    Open Access•Robert P Gilles, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2012•Cited by: 1•References: 13

  • Labor unions and Nash bargaining using coalition formation games

    Open Access•Subhadip Chakrabarti, Supanit Tangsangasaksri•ARTICLE•Mathematical Social Sciences•2011•References: 15

  • A Note on Negative Electoral Advertising

    Open Access•Subhadip Chakrabarti•ARTICLE•Scottish Journal of Political…•2007•Cited by: 2•References: 8

    In this expository note, we extend the model of Harrington and Hess (1996) by incorporating valence advertising. There is a two‐candidate electoral contest. Candidates inherit a certain position indicating their ideological platform in an unidimensional policy space. They also inherit a certain valence index which is a comprehensive term for personal traits that are desirable to all voters such as integrity. The candidates can subsequently influe…

  • Critical agents in networks

    Open Access•Robert P Gilles, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2006•Cited by: 1•References: 4

  • A Note on Negative Electoral Advertising

    Open Access•Subhadip Chakrabarti•ARTICLE•Scottish Journal of Political…•2007•Cited by: 2•References: 8

    In this expository note, we extend the model of Harrington and Hess (1996) by incorporating valence advertising. There is a two‐candidate electoral contest. Candidates inherit a certain position indicating their ideological platform in an unidimensional policy space. They also inherit a certain valence index which is a comprehensive term for personal traits that are desirable to all voters such as integrity. The candidates can subsequently influe…

  • Nash equilibria of network formation games under consent

    Open Access•Robert P Gilles, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2012•Cited by: 1•References: 13

  • Critical agents in networks

    Open Access•Robert P Gilles, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2006•Cited by: 1•References: 4

  • Critical agents in networks

    Open Access•Robert P Gilles, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2006•Cited by: 1•References: 4

  • A Note on Negative Electoral Advertising

    Open Access•Subhadip Chakrabarti•ARTICLE•Scottish Journal of Political…•2007•Cited by: 2•References: 8

    In this expository note, we extend the model of Harrington and Hess (1996) by incorporating valence advertising. There is a two‐candidate electoral contest. Candidates inherit a certain position indicating their ideological platform in an unidimensional policy space. They also inherit a certain valence index which is a comprehensive term for personal traits that are desirable to all voters such as integrity. The candidates can subsequently influe…

  • Labor unions and Nash bargaining using coalition formation games

    Open Access•Subhadip Chakrabarti, Supanit Tangsangasaksri•ARTICLE•Mathematical Social Sciences•2011•References: 15

  • Nash equilibria of network formation games under consent

    Open Access•Robert P Gilles, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2012•Cited by: 1•References: 13

  • Probabilistic network values

    Open Access•Surajit Borkotokey, Subhadip Chakrabarti et al.•ARTICLE•Mathematical Social Sciences•2021•References: 14

Computer Science (4 works) · Game Theory and Voting Systems (4 works) · Economics (3 works) · Game Theory and Applications (3 works) · Business (2 works) · Computer network (2 works) · Mathematical economics (2 works) · Nash equilibrium (2 works) · Stability (learning theory (2 works) · Advertising (1 work)

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