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On some geometry and equivalence classes of normal form games

机译:关于正规形式游戏的某些几何和等价类

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摘要

Equivalence classes of normal form games are defined using the discontinuities of correspondences of standard equilibrium concepts like correlated, Nash, and robust equilibrium, or risk dominance and rationalizabili-ty. Resulting equivalence classes are fully characterized and compared across different equilibrium concepts for 2 x 2 games; larger games are also studied. It is argued that the procedure leads to broad and game-theoretically meaningful distinctions of games as well as to alternative ways of representing, comparing and testing equilibrium concepts.
机译:正常形式博弈的等价类使用标准均衡概念(如相关,纳什和鲁棒均衡)或风险支配性和合理性的对应关系的不连续性来定义。对所得的等效类进行了充分表征,并针对2 x 2个博弈在不同的均衡概念之间进行了比较;还研究了更大的游戏。有人认为,该程序导致博弈论具有广泛和博弈论意义的区别,以及导致代表,比较和检验均衡概念的替代方法。

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