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Bi-matrix Game Model and Nash Equilibrium Analysis Based on Non-expected Utility Theory

机译:基于非预期效用理论的双矩阵博弈模型和纳什均衡分析

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Studies of the bi-matrix game are mostly based on the assumption that all players are rational people. But research results are conflict with the realities. In this paper, putting emotional factors in game structure, in non-expected utility theory, we established RDEU-Bimatrix Game Model which containing players' emotional preference. Using the Brouwer fixed-point theorem proved the existence of Nash equilibrium in RDEU-Bimatrix Game Model. Finally, through the numerical analysis we discussed the influence of players' emotional preference for Nash equilibrium.
机译:对双矩阵博弈的研究主要基于所有玩家都是理性人的假设。但是研究结果与现实相矛盾。本文将情感因素置于博弈结构中,在非预期效用理论下,建立了包含玩家情感偏好的RDEU-Bimatrix博弈模型。使用Brouwer不动点定理证明RDEU-Bimatrix博弈模型中存在纳什均衡。最后,通过数值分析,我们讨论了玩家情绪偏好对纳什均衡的影响。

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