An Optimized Approach to Solve Assignment Problems Using the Fuzzy Hungarian Method

Amit Kumar Nandan, J. P. Tripathi, V. K. Tiwari
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Abstract

The assignment method assigns a particular (employee) to a particular (work) "Assuming an equal number of jobs and workers." In this paper, we are introducing a pentagonal ranking method by which we can convert the cost values (Fuzzy numbers) of the Fuzzy Assignment Problem (FAP) into crisp values. By the Hungarian method, we can optimize the cost of the FAP. A numerical value illustrates the method.
使用模糊匈牙利法解决分配问题的优化方法
分配方法是 "假设工作和工人数量相等",将特定(员工)分配给特定(工作)。在本文中,我们将介绍一种五边形排序法,通过这种方法,我们可以将模糊分配问题(FAP)的成本值(模糊数)转换为清晰值。通过匈牙利法,我们可以优化 FAP 的成本。一个数值说明了这种方法。
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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