基于调节直觉模糊混合聚合算子的多准则决策方法

B. Joshi, Akhilesh Singh
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引用次数: 3

摘要

在文献中已经看到,直觉模糊集(IFSs)的概念是处理不确定环境下现实生活问题的一个非常强大的工具。这种ifs的概念有利于在隶属函数中混合不确定性指数。不确定性指标基本上是由缺乏意识、历史信息、形势、缺乏标准术语等诸多参数产生的。因此,在国际金融服务体系下发现成员等级的不确定性指数需要进一步加强。然后,通过在调节直觉模糊集(MIFS)环境中增加一个参数来定义调节直觉模糊集(MIFS)的概念,使不确定行为更加精确。在本章中,基于平均和几何的观点,提出了几种新的调节直觉模糊混合聚合算子,用于调节直觉模糊信息的聚合。在此基础上,提出了一种多准则决策方法,并成功地应用于实际的候选人选择问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi-Criteria Decision-Making Approach Based on Moderator Intuitionistic Fuzzy Hybrid Aggregation Operators
It has been seen in literature that the notion of intuitionistic fuzzy sets (IFSs) is very powerful tool to deal with real life problems under the environment of uncertainty. This notion of IFSs favours the intermingling of the uncertainty index in membership functions. The uncertainty index is basically generated from a lot of parameters such as lack of awareness, historical information, situation, short of standard terminologies, etc. Hence, the uncertainty index appended finding the membership grade under IFSs needs additional enhancement. Then, the concept of a moderator intuitionistic fuzzy set (MIFS) is defined by adding a parameter in the IFSs environment to make the uncertain behaviour more accurate. In this chapter, some new moderator intuitionistic fuzzy hybrid aggregation operators are presented on the basis of averaging and geometric point of views to aggregate moderator intuitionistic fuzzy information. Then, a multi-criteria decision-making (MCDM) approach is provided and successfully implemented to real-life problems of candidate selection.
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