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Split Equilibrium Problems for Related Games and Applications to Economic Theory

机译:相关博弈的分裂均衡问题及其在经济理论中的应用

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摘要

In this paper we introduce the concept of split Nash equilibrium problems associated with two related noncooperative strategic games. Then we apply the Fan-KKM theorem to prove the existence of solutions to split Nash equilibrium problems of related noncooperative strategic games, in which the strategy sets of the players are nonempty closed and convex subsets in Banach spaces. As an application of this existence to economics, an example is provided that studies the existence of split Nash equilibrium of utilities of two related economies. As applications, we study the existence of split Nash equilibrium in the dual (playing twice) extended Bertrand duopoly model of price competition.
机译:在本文中,我们介绍了与两个相关的非合作战略博弈相关的分裂纳什均衡问题的概念。然后,我们采用Fan-KKM定理证明了分裂相关非合作策略博弈的Nash均衡问题的解的存在性,其中参与者的策略集是Banach空间中的非空封闭凸集。作为这种存在在经济学中的应用,提供了一个例子来研究两个相关经济体效用的分裂纳什均衡的存在。作为应用,我们研究了价格竞争的双重(博弈两次)扩展的Bertrand双头寡头模型中分裂Nash均衡的存在。

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