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From rationality to cooperativeness: The totally mixed Nash equilibrium in Markov strategies in the iterated Prisoner’s Dilemma

机译:从理性到合作:在囚徒困境中的马尔可夫策略中的完全混合纳什均衡

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摘要

In this research, the social behavior of the participants in a Prisoner's Dilemma laboratory game is explained on the basis of the quantal response equilibrium concept and the representation of the game in Markov strategies. In previous research, we demonstrated that social interaction during the experiment has a positive influence on cooperation, trust, and gratefulness. This research shows that the quantal response equilibrium concept agrees only with the results of experiments on cooperation in Prisoner’s Dilemma prior to social interaction. However, quantal response equilibrium does not explain of participants’ behavior after social interaction. As an alternative theoretical approach, an examination was conducted of iterated Prisoner's Dilemma game in Markov strategies. We built a totally mixed Nash equilibrium in this game; the equilibrium agrees with the results of the experiments both before and after social interaction.
机译:在这项研究中,囚徒困境实验室游戏参与者的社交行为是基于量化反应均衡概念和游戏在马尔可夫策略中的表示来进行解释的。在先前的研究中,我们证明了实验过程中的社交互动对合作,信任和感恩感具有积极影响。这项研究表明,量化反应均衡概念仅与社会互动之前囚徒困境合作实验的结果一致。但是,量化反应均衡并不能解释参与者在社交互动后的行为。作为一种替代的理论方法,对马尔科夫策略中的囚徒困境博弈进行了检验。我们在这个游戏中建立了一个完全混合的纳什均衡;平衡与社交互动前后的实验结果一致。

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