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| Author: | Kim, T. Yannelis, N. |
| Title: | Existance of equilibrium in Bayesian games with infinitely many players |
| Journal: | Journal of Economic Theory
1997 : DEC, VOL. 77:2, p. 330-353 |
| Index terms: | GAMES BAYESIAN STATISTICS ECONOMICS |
| Language: | eng |
| Abstract: | the authors prove the existence of a Bayesian Nash equilibrium for a bayesian game with infinitely many players. They make three main advances to the existing literature. In particular: (1) The authors provide existence theorems where the set of agents can be any infinite set (countable or uncountable) as well as a measure space. (2) The authors use the information partition approach to model the differential information. (3)This modeling allows the individual's action set to depend on the states of nature and to be an arbitrary subset of an infinite dimensional space. |
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