Fuzzy assignment problem of trapezoidal membership functions within the sort of alpha optimal solution using ranking principle

K. Palanivel, K. S. Kumar, S. Srinivasan, P. MuraliKrishna
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引用次数: 2

Abstract

The fuzzy assignment method works for any problems in which one to one matching is called for in the light of the given payoffs where the total payoff is sought to minimized or maximized. Throughout this paper, solving technique absolutely think about as an assignment problem with the assistance of trapezoidal membership functions and its arithmetic operations. Solving procedure has been applied from the approach of fuzzy Hungarian method using Robust Ranking technique. The fuzzified version of the problem has been mentioned with the assistance of a numerical example associated it's proving that the Robust ranking methodology offers an efficient tool for handling the assignment problem. Finally the optimum solution with in the kind of fuzzy numbers and verified its solution with in the nature of fuzzy membership functions.
梯形隶属函数在排序阿尔法最优解中的模糊分配问题
模糊分配方法适用于根据给定收益要求进行一对一匹配的任何问题,其中总收益寻求最小化或最大化。在本文中,求解技术绝对被认为是一个借助于梯形隶属函数及其算术运算的赋值问题。采用鲁棒排序技术,采用模糊匈牙利法求解。给出了该问题的模糊化版本,并结合实例证明了鲁棒排序方法为处理分配问题提供了一个有效的工具。最后给出了一类模糊数的最优解,并验证了其解具有模糊隶属函数的性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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