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Linear programming with fuzzy constraints based on nonlinear membership function

机译:基于非线性隶属度函数的模糊约束线性规划

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In this article, a new kind of method is proposed for solving linear programming (LP) problem with fuzzy constraints whose membership function are nonlinear. Firstly, a new target set is defined to characterize the optimal solution in fuzzy environment and some advantages of the new definition are presented. Secondly, through study the location of the fuzzy decision under the new target set, the fuzzy decision λ* ≥ 0.5 is pointed out for several common nonlinear membership functions. Finally, an algorithm for solving fuzzy linear programming (FLP) is given, as well as the validity of the new target set is illustrated by numerical examples.
机译:本文提出了一种新的方法来解决隶属函数为非线性的具有模糊约束的线性规划问题。首先,定义了一个新的目标集来刻画模糊环境中的最优解,并提出了一些新的优点。其次,通过研究新目标集下模糊决策的位置,指出了几种常见的非线性隶属函数的模糊决策λ * ≥0.5。最后,给出了求解模糊线性规划(FLP)的算法,并通过数值例子说明了新目标集的有效性。

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