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In a game with incomplete information players receive stochastic signals about the state of nature. The distribution of the signals given the state of nature is determined by the information structure. Different information structures may induce different equilibria.
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We prove that the structure theorem for rationalizability originally from Weinstein and Yildiz (2007) applies to any finite extensive-form game with perfect recall and suitably rich payoffs. We demonstrate that the ties induced by the extensive form do not change the result of Weinstein and...
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This note demonstrates that a symmetric 3×3 supermodular game may fail to have any equilibrium robust to incomplete information. Since the global game solution in symmetric 3×3 supermodular games is known to be independent of the noise structure, this result implies that a noise-independent...
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We provide a new sufficient condition for the robustness of sets of equilibria to incomplete information in the sense …
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This paper introduces generalized potential functions of complete information games and studies the robustness of sets … behavior close to some equilibrium in the set. This paper provides sufficient conditions for the robustness of sets of … existing sufficient conditions for the robustness of equilibria. …
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