In Ho Lee (Seoul National University and University of Southampton) Adam Szeidl (Harvard University) Akos Valentinyi (University of Southampton, Institute of Economics, Hungarian Academy of Sciences & CEPR)
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Early results of evolutionary game theory showed that the risk dominant equilibrium is uniquely selected in the long run under the best-response dynamics with mutation. Bergin and Lipman (1996) qualified this result by showing that for a given population size, the evolutionary process can select any strict Nash equilibrium if the probability of choosing a nonbest response is state-dependent. This paper shows that the unique selection of the risk dominant equilibrium is robust with respect to state dependent mutation in local interaction games. More precisely, for any given mutation structure there exists a minimum population size beyond which the risk dominant equilibrium is uniquely selected. Our result is driven by contagion and cohesion among players, which exist only in local interaction settings and favor the risk dominant strategy. Our result strengthens the equilibrium selection result of evolutionary game theory.
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Find related papers by JEL classification: C72 - Mathematical and Quantitative Methods - - Game Theory and Bargaining Theory - - - Noncooperative Games
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Jeffrey C. Ely, 2002.
"Local Conventions,"
Discussion Papers
1349, Northwestern University, Center for Mathematical Studies in Economics and Management Science.
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