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An Extended Step-Wise Weight Assessment Ratio Analysis with Symmetric Interval Type-2 Fuzzy Sets for Determining the Subjective Weights of Criteria in Multi-Criteria Decision-Making Problems

机译:具有对称间隔Type-2模糊集的扩展逐步重量评估比分析,用于确定多标准决策问题中标准的主观权重

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摘要

Determination of subjective weights, which are based on the opinions and preferences of decision-makers, is one of the most important matters in the process of multi-criteria decision-making (MCDM). Step-wise Weight Assessment Ratio Analysis (SWARA) is an efficient method for obtaining the subjective weights of criteria in the MCDM problems. On the other hand, decision-makers may express their opinions with a degree of uncertainty. Using the symmetric interval type-2 fuzzy sets enables us to not only capture the uncertainty of information flexibly but also to perform computations simply. In this paper, we propose an extended SWARA method with symmetric interval type-2 fuzzy sets to determine the weights of criteria based on the opinions of a group of decision-makers. The weights determined by the proposed approach involve the uncertainty of decision-makers’ preferences and the symmetric form of the weights makes them more interpretable. To show the procedure of the proposed approach, it is used to determine the importance of intellectual capital dimensions and components in a company. The results show that the proposed approach is efficient in determining the subjective weights of criteria and capturing the uncertainty of information.
机译:基于决策者的意见和偏好的主观重量的确定是多标准决策过程中最重要的事项之一(MCDM)。逐步重量评估比分析(SWARA)是获得MCDM问题中标准的主观权重的有效方法。另一方面,决策者可以用程度的不确定性表达他们的意见。使用对称间隔Type-2模糊组使我们不仅可以灵活地捕获信息的不确定性,而且简单地执行计算。在本文中,我们提出了一种延长的Swara方法,具有对称间隔Type-2模糊集合,以确定基于一组决策者的意见的标准权重。所提出的方法确定的权重涉及决策者的偏好的不确定性,并且权重的对称形式使它们更加解释。为了展示所提出的方法的程序,它用于确定公司智力资本维度和组件的重要性。结果表明,该方法在确定标准的主观权重和捕获信息不确定性方面是有效的。

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