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Aggregation operators for hesitant fuzzy linguistic term sets with an application in MADM

机译:犹豫模糊语言术语集的聚合算子及其在MADM中的应用

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The hesitant fuzzy linguistic term set (HFLTS) was originally presented to tackle the situation where the experts are hesitant between several linguistic terms to assess a linguistic variable. One basic problem in multiple attribute decision making (MADM) with HFLTSs is the aggregation of HFLTSs. This paper aims at providing a possibility distribution based approach to carry out the aggregation process. The concept of possibility distribution for an HFLTS is first introduced which is a natural way to deal with the possible information contained in an HFLTS. Two kinds of aggregation operators are presented which are extensions of the weighted average operator and the ordered weighted average operator. A procedure to solve MADM with HFLTSs is proposed by use of the presented aggregation operators. A numerical example is given to verify the proposed approach.
机译:最初提出犹豫的模糊语言术语集(HFLTS)是为了解决专家在几个语言术语之间犹豫不决以评估语言变量的情况。 HFLTS的多属性决策(MADM)中的一个基本问题是HFLTS的聚合。本文旨在提供一种基于可能性分布的方法来进行聚集过程。首先介绍了HFLTS可能性分布的概念,这是处理HFLTS中包含的可能信息的自然方法。提出了两种聚合算子,它们是加权平均算子和有序加权平均算子的扩展。通过使用提出的聚合算子,提出了一种解决带有HFLTS的MADM的方法。数值算例验证了该方法的有效性。

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