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A method for solving fuzzy goal programming problems based on MINMAX approach

机译:基于MINMAX方法的模糊目标规划问题求解方法

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Narasimhan incorporated fuzzy set theory within goal programming formulation in 1980. Since then numerous research has been carried out in this field. One of the well-known models for solving fuzzy goal programming problems was proposed by Hannan in 1981. In this paper the conventional MINMAX approach in goal programming is applied to solve fuzzy goal programming problems. It is proved that the proposed model is an extension to Hannan model that deals with unbalanced triangular linear membership functions. In addition, it is shown that the new model is equivalent to a model proposed in 1991 by Yang et al. Moreover, a weighted model of the new approach is introduced and is compared with Kim and Whang's model presented in 1998. A numerical example is given to demonstrate the validity and strengths of the new models. (c) 2005 Elsevier B.V. All rights reserved.
机译:纳拉辛汉(Narasimhan)在1980年将模糊集理论纳入目标规划公式中。此后,在这一领域进行了许多研究。汉南在1981年提出了一种解决模糊目标规划问题的著名模型。在本文中,将常规MINMAX方法用于目标规划中来解决模糊目标规划问题。实践证明,该模型是对不平衡三角线性隶属函数的汉南模型的扩展。另外,表明新模型等同于Yang等人在1991年提出的模型。此外,引入了新方法的加权模型,并将其与1998年提出的Kim和Whang模型进行了比较。给出了一个数值示例,以证明新模型的有效性和优势。 (c)2005 Elsevier B.V.保留所有权利。

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