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首页> 外文期刊>Journal of Mathematical Psychology >Mutual support in games: Some properties of Berge equilibria
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Mutual support in games: Some properties of Berge equilibria

机译:游戏中的相互支持:Berge平衡的某些属性

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The Berge equilibrium concept formalizes mutual support among players motivated by the altruistic social value orientation in games. We prove some basic results for Berge equilibria and their relations to Nash equilibria, and we provide a straightforward method for finding Berge equilibria in n-player games. We explore some specific examples, and we explain how the Berge equilibrium provides a compelling model of cooperation in social dilemmas. We show that the Berge equilibrium also explains coordination in some common interest games and is partially successful in explaining the payoff dominance phenomenon, and we comment that the theory of team reasoning provides alternative solutions to these problems.
机译:伯格均衡概念将游戏中利他社会价值取向所激发的玩家之间的相互支持正式化。我们证明了Berge平衡及其与Nash平衡的关系的一些基本结果,并且提供了一种在n玩家游戏中查找Berge平衡的简单方法。我们将探索一些具体的例子,并解释Berge均衡如何为社会困境中的合作提供令人信服的模型。我们证明了Berge均衡还可以解释某些共同利益博弈中的协调,并且在解释收益优势现象方面取得了部分成功,并且我们认为团队推理理论为这些问题提供了替代解决方案。

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