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New approach to the resolution of triangular fuzzy linear programs: MOMA-plus method.

机译:解决三角模糊线性程序的新方法:MOMA-plus方法。

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In this paper, we propose a new approach to the resolution of linear programs, whose coefficients are fuzzy triangular numbers. This new approach is an adaptation from the method MOMA-plus ( M ulti-Objective M etaheuristic based on A lienor method) [1] to the resolution of fuzzy linear programs. First of all it consists in using of a new procedure proposed here to the converting of the fuzzy linear program into a deterministic multi-objective linear program, secondly of the using of the MOMA-plus procedure for resolution. Finally, three numerical examples are given to explain the procedures and highlight the performances of this new approach.
机译:在本文中,我们提出了一种求解线性程序的新方法,其系数为模糊三角数。这种新方法是从MOMA-plus方法(基于A lienor方法的多目标方法)[1]到模糊线性程序的解决方案的改编。首先,它包括使用此处提出的新程序将模糊线性程序转换为确定性多目标线性程序,其次是使用MOMA-plus程序进行解析。最后,给出了三个数值示例来说明该过程并突出此新方法的性能。

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