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Ordered Weighted Hesitant Fuzzy Information Fusion-Based Approach to Multiple Attribute Decision Making with Probabilistic Linguistic Term Sets

机译:基于有序加权犹豫模糊信息融合的概率语言术语集多属性决策方法

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摘要

Recently, an extension of typical hesitant fuzzy element (HFE) called the ordered weighted hesitant fuzzy element (OWHFE) has been proposed to allow the membership of a given element is to be defined in terms of several possible values together with their importance weights. Moreover, the concept of probabilistic linguistic term sets (PLTSs) has been defined to extend hesitant fuzzy linguistic term sets (HFLTSs) by adding probabilities without loss of any original linguistic information. In fact, the concept of PLTS allows the membership of a given element is to be defined in terms of several possible linguistic values over an object together with the probabilistic information of the set of values. However, the PLTSs have some drawbacks in comparison to the newly defined concept OWHFEs, and such disadvantages of the PLTSs can be prevented by using the OWHFEs. This reveals the need of first defining the modified-PLTS (M-PLTS), and then transforming the M-PLTSs to the OWHFEs which will be the heart of this contribution. Finally, to demonstrate the advantage of the proposed methods, we implement again a number of practical problems that were previously associated with PLTSs.
机译:最近,提出了一种典型的犹豫模糊元素(HFE)的扩展,称为有序加权犹豫模糊元素(OWHFE),以允许根据几个可能的值及其重要性权重来定义给定元素的隶属关系。此外,概率语言术语集(PLTS)的概念已定义为通过增加概率而扩展犹豫的模糊语言术语集(HFLTS),而不会丢失任何原始语言信息。实际上,PLTS的概念允许将给定元素的成员资格定义为一个对象上的几种可能的语言值以及该组值的概率信息。但是,与新定义的概念OWHFE相比,PLTS具有一些缺点,并且可以通过使用OWHFE来防止PLTS的此类缺点。这表明首先需要定义修改的PLTS(M-PLTS),然后将M-PLTS转换为OWHFE,这将是这一贡献的核心。最后,为了证明所提出方法的优势,我们再次实现了以前与PLTS相关的许多实际问题。

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