Stable Networks and Convex Payoffs

R.P. Gilles; S. Sarangi

Stable Networks and Convex Payoffs

R.P. Gilles, S. Sarangi

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Abstract

Recently a variety of link-based stability concepts have emerged in the literature on game theoretic models of social network formation.We investigate two basic formation properties that establish equivalence between some well known types of stable networks and their natural extensions.These properties can be identified as convexity conditions on the network payoff structures.

Original language	English
Place of Publication	Tilburg
Publisher	Vakgroep CentER
Number of pages	11
Volume	2005-84
Publication status	Published - 2005

Publication series

Name	CentER Discussion Paper
Volume	2005-84

Keywords

social networks
network formation
pairwise stability

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abstract = "Recently a variety of link-based stability concepts have emerged in the literature on game theoretic models of social network formation.We investigate two basic formation properties that establish equivalence between some well known types of stable networks and their natural extensions.These properties can be identified as convexity conditions on the network payoff structures.",

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AU - Gilles, R.P.

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AB - Recently a variety of link-based stability concepts have emerged in the literature on game theoretic models of social network formation.We investigate two basic formation properties that establish equivalence between some well known types of stable networks and their natural extensions.These properties can be identified as convexity conditions on the network payoff structures.

KW - social networks

KW - network formation

KW - pairwise stability

M3 - Discussion paper

VL - 2005-84

T3 - CentER Discussion Paper

BT - Stable Networks and Convex Payoffs

PB - Vakgroep CentER

CY - Tilburg

ER -

Stable Networks and Convex Payoffs

Abstract

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Keywords

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