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On the existence of approximate equilibria and sharing rule solutions in discontinuous games

机译:不连续博弈中近似均衡和共享规则解的存在性

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This paper studies the existence of equilibrium solution concepts in a large class of economic models with discontinuous payoff functions. The issue is well understood for Nash equilibria, thanks to Reny's better‐reply security condition (Reny, 1999) and its recent improvements (Barelli and Meneghel, 2013, McLennan et al.., 2011, Reny 2009, 2011). We propose new approaches, related to Reny's work, and obtain tight conditions for the existence of approximate equilibria and of sharing rule solutions in pure and mixed strategies (Simon and Zame, 1990). As byproducts, we prove that many auction games with correlated types admit an approximate equilibrium, and that many competition models have a sharing rule solution.
机译:本文研究了具有不连续收益函数的一大类经济模型中均衡解概念的存在。对于纳什均衡而言,这个问题已广为人知,这要归功于Reny的安全性更好(Reny,1999年)及其最近的改进(Barelli和Meneghel,2013年,McLennan等人,2011年,Reny 2009年,2011年)。我们提出了与Reny的工作相关的新方法,并为纯平衡策略和混合策略中的近似均衡以及共享规则解的存在提供了严格的条件(Simon和Zame,1990)。作为副产品,我们证明许多具有相关类型的拍卖游戏都具有近似均衡,并且许多竞争模型都有共享规则解。

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