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Objective weights with intuitionistic fuzzy entropy measures and computational experiment analysis

机译:具有直觉模糊熵测度的客观权重和计算实验分析

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摘要

It is important to properly assess the weights of attributes when solving multi-attribute decision problems because variations in the weights often influence the rankings of the alternatives. In this paper, we propose an alternative objective weighting method to generate objective weights based on intuitionistic fuzzy (IF) entropy measures, which depend on the nature of a decision matrix in an intuitionistic fuzzy environment. Instead of the traditional fuzzy entropy measure, which is characterized by using the discriminating power to calculate the attribute weights, the proposed approach adopts the IF entropy measure, which emphasizes the credibility of the data. The IF entropy measure applied here is derived from a geometric interpretation of intuitionistic fuzzy sets and incorporates the concept of a ratio of distance measures. We implement four distance measures in the proposed approach and compare them in a computational experiment. The experimental results indicate that different IF entropy measures used in weighting methods can generate distinct objective attribute weights. In particular, when the number of attributes increases, the discrepancy between the IF entropy measures increases.
机译:解决多属性决策问题时,正确评估属性的权重非常重要,因为权重的变化通常会影响备选方案的排名。在本文中,我们提出了一种替代的目标加权方法,该方法基于直觉模糊(IF)熵测度来生成目标权重,该方法取决于直觉模糊环境中决策矩阵的性质。该方法代替了传统的以区分力来计算属性权重的模糊熵测度,而是采用了IF熵测度,强调了数据的可信度。此处应用的IF熵度量是从直觉模糊集的几何解释中得出的,并纳入了距离度量之比的概念。我们在提出的方法中实现了四个距离度量,并在计算实验中进行了比较。实验结果表明,在加权方法中使用不同的IF熵度量可以生成不同的客观属性权重。特别是,当属性数量增加时,IF熵度量之间的差异会增加。

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