Quantal Response Equilibrium with Symmetry: Representation and Applications

Evan Friedman, Felix Mauersberger
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引用次数: 1

Abstract

Quantal Response Equilibrium (QRE) generalizes Nash equilibrium (NE) by allowing players to make probabilistic mistakes in best responding to others' behavior while maintaining fixed-point consistency. QRE has had considerable success in explaining empirically observed deviations from NE ([3]) and so has become a standard benchmark for analyzing experimental data. QRE is nothing more than equilibrium with noisy players, and the only modelling consideration is how to model this noise: one must select the admissable family of noise structures. The literature has proposed a number of such families, ranging from the very precise to the very flexible. At one extreme, noise is governed by a specific parametric family, whereas on the other, there are so many degrees of freedom that the model is difficult to reject.
对称的量子响应平衡:表示与应用
量子反应均衡(QRE)是纳什均衡(NE)的推广,它允许玩家在对他人行为做出最佳反应时犯概率错误,同时保持定点一致性。QRE在解释经验观察到的NE偏差方面取得了相当大的成功([3]),因此已成为分析实验数据的标准基准。QRE只不过是有噪声参与者的平衡,唯一的建模考虑是如何建模这种噪声:必须选择可接受的噪声结构族。文献已经提出了许多这样的家族,从非常精确到非常灵活。在一种极端情况下,噪声由特定的参数族控制,而在另一种极端情况下,由于存在如此多的自由度,模型难以拒绝。
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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