Self-Evident Events and the Value of Linking

Jimmy Chan, Wenzhang Zhang
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引用次数: 1

Abstract

We propose a theory of linking in long-term relationships based on what information becomes self-evident in equilibrium at the end of a stage game. We obtain a tight bound on the average per-period efficiency loss that must be incurred to enforce a stage-game outcome throughout a T-period repeated game when T is large. Our results apply to all monitoring structures and strategy profiles. They encompass the inefficiency result in Abreu, Milgrom, and Pearce (1991), as well as the approximate-efficiency results in Compte (1998), Obara (2009), and Chan and Zhang (2016).
自明事件与链接的价值
我们提出了一种长期关系的联系理论,该理论基于在阶段博弈结束时,什么信息在均衡中变得不言自明。我们得到了在T期重复博弈中,当T较大时,为实现阶段博弈结果而必须发生的平均每周期效率损失的紧密边界。我们的结果适用于所有的监测结构和战略概况。它们包括Abreu, Milgrom, and Pearce(1991)的无效率结果,以及Compte (1998), Obara(2009)和Chan and Zhang(2016)的近似效率结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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