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An integrated fuzzy approach to solving multi-criteria decision making problems

机译:解决多准则决策问题的集成模糊方法

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This paper proposed an integrated fuzzy approach based on Consistent Fuzzy Preference Relations (CFPR) and Generalized TOPSIS. The procedure of CFPR are improved by adapting Centroid-Index as defuzzification operator, in order to represent the whole set of fuzzy numbers correctly. The CFPR requires only (n-1) pair-wise comparisons for n given criteria, where this situation prove that the increasing number of criteria will not exponentially increased the number of pair-wise comparisons in criteria weights determination process. The evaluation of alternative towards criteria is carried out and the ranking can be obtained by using Generalized TOPSIS method. This method introduced Up and Lo operators for the purpose of determining ideal and negative ideal solutions, that are adequate under fuzzy environment and satisfied the partial ordering relations. The implementation of this integrated approach is presented in the selection of best notebook for students, which involved two decision makers, four criteria and four alternatives. The proposed method can be used as an alternative procedure in solving multi-criteria decision making (MCDM) problems.
机译:提出了一种基于一致性模糊偏好关系(CFPR)和广义TOPSIS的集成模糊方法。通过将质心索引用作去模糊运算符来改进CFPR的过程,以正确表示整个模糊数集。 CFPR对于n个给定的标准仅要求(n-1)个成对比较,这种情况证明,越来越多的标准不会在标准权重确定过程中成对增加。对标准的替代方案进行了评估,并可以通过使用通用TOPSIS方法获得排名。该方法引入Up和Lo算子是为了确定理想和负理想解的目的,这些理想解在模糊环境下是足够的并且满足偏序关系。在为学生选择最佳笔记本时介绍了这种集成方法的实现,其中涉及两名决策者,四个标准和四个替代方案。所提出的方法可以用作解决多准则决策(MCDM)问题的替代方法。

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