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Bi-matrix Games with Fuzzy Goals and Fuzzy Pay-offs

机译:具有模糊目标和模糊收益的双矩阵博弈

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摘要

A bi-matrix game with fuzzy goal is shown to be equivalent to a (crisp) non-linear programming problem in which the objective as well as all constraint functions are linear except two constraint functions, which are quadratic, This equivalence is further extended to bi-matrix games with fuzzy pay-offs, as well as to bi-matrix games with fuzzy goals and fuzzy payoffs, whose equilibrium strategies are conceptualized by employing a suitable ranking (defuzzification) function.
机译:具有模糊目标的双矩阵博弈被证明等效于一个(酥脆)非线性规划问题,其中目标以及所有约束函数都是线性的,除了两个约束函数是二次的,该等价性进一步扩展为具有模糊收益的双矩阵博弈,以及具有模糊目标和模糊收益的双矩阵博弈,其均衡策略通过采用适当的排名(去模糊化)函数来概念化。

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