Finitely additive and epsilon Nash equilibria |
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Authors: | Massimo Marinacci |
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Institution: | 1. Department of Economics, University of Toronto, 150 St. George Street, M5S 3G7, Toronto, Canada
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Abstract: | We prove the existence of a mixed strategy Nash equilibrium in normal form games when the space of mixed strategies consists of finitely additive probability measures. It is then proved that from this result an existence result for epsilon equilibria with countably additive mixed strategies can be obtained. These results are applied to the classic Cournot game. |
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