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The discussion of applications of the fuzzy average to matrix game theory

机译:模糊平均值对矩阵博弈论的应用探讨

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This paper indicates that the fuzzy average has at least a maximum value if it is differentiable. It is also described that the fuzzy average is identical to the average payoff when mixed strategies and game matrix are replaced with the membership functions of fuzzy sets and the consequence matrix respectively. A new algorithm of finding Nash equilibria of two-person zero-sum game is introduced
机译:本文表示模糊平均值至少具有最大值,如果有所不同。还描述了模糊的平均值与分别用模糊集的成员函数和后果矩阵替换混合策略和游戏矩阵时的平均收益。介绍了一种新的发现双人零和游戏的纳什均衡算法

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