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A New Fuzzy Analytic Hierarchy Process and Its Application to Vendor Selection Problem

机译:一种新的模糊层次分析法及其在供应商选择中的应用

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摘要

Vendor selection problem has been studied plenty of times and many decision making methodologies have been proposed to overcome the problem. Nature of vendor selection is a complex multicriteria problem including both quantitative and qualitative factors. The main objective of this paper is to propose a new simplified fuzzy analytical hierarchy process (AHP) approach for tackling this problem. The approach enables multiple experts on evaluation and uses a new triangular fuzzy scale containing also negative fuzzy numbers to establish fuzzy comparison decision matrices. It uses a very easy normalization formula to get importance weights of attributes. It yields final importance weights by triangular fuzzy numbers without any defuzzification. At the final stage, an area-based ranking method is used for ranking the alternatives. To demonstrate the proposed methodology, a case study in a computer seller firm is given. The results are compared with some other fuzzy AHP methodologies. The results indicate that the vendor selection problem can be tackled by using the proposed methodology effectively.
机译:已经对供应商选择问题进行了大量研究,并提出了许多决策方法来克服该问题。供应商选择的性质是一个复杂的多准则问题,包括数量和质量因素。本文的主要目的是提出一种新的简化的模糊层次分析法(AHP)来解决这个问题。该方法使多个专家可以进行评估,并使用一个新的三角模糊标度,其中还包含负模糊数以建立模糊比较决策矩阵。它使用一个非常简单的规范化公式来获取属性的重要性权重。它通过三角模糊数得出最终的重要权重,而无需进行反模糊化处理。在最后阶段,使用基于区域的排名方法对备选方案进行排名。为了演示所提出的方法,在一家计算机销售公司中进行了案例研究。将结果与其他一些模糊层次分析法进行了比较。结果表明,通过有效地使用所提出的方法可以解决供应商选择问题。

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