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Mathematics / Lebesgue measure / Nash equilibrium / Probability space / Strategy / Sigma-algebra / Measure / Event / Correlated equilibrium / Game theory / Mathematical analysis / Probability theory


On Pure-Strategy Equilibria in Games with Correlated Information∗ M. Ali Khan† and Yongchao Zhang‡§ Abstract: Aumann[removed]showed that the set of independent objective pure-strategy equilibrium payoffs of a suit
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Document Date: 2015-04-07 02:10:16


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City

Shanghai / Baltimore / /

Country

China / /

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Facility

Lebesgue square / Bonn University / Nanjing University / Key Laboratory of Mathematical Economics / Johns Hopkins University / Tsinghua University / Shanghai University of Finance / /

Organization

Shanghai University of Finance and Economics / Bonn University / Nanjing University / National Natural Science Foundation of China / Econometric Society / Tsinghua University / The Johns Hopkins University / Department of Economics / School of Economics / Institute for Mathematics / Key Laboratory of Mathematical Economics / Ministry of Education / /

Person

Justin Bledin / Jaimie Lien / Case / Rabee Tourky / Metin Uyanik / Yi-Chun Chen / M. Ali Khan / Qianfeng Tang / Haifeng Fu / Kali Rath / Wei He / Jie Zheng / Xiao Luo / Hung Au / Jean-Guilliume Forand / Haomiao Yu / Eraslan / Ai / Wenzhang Zhang / Takashi Kunimoto / Xiang Sun / /

Position

individual player / player / particular player / /

ProvinceOrState

Maryland / /

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