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Spherical Fuzzy Sets and Decision Making Applications

机译:球形模糊集和决策应用

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摘要

The extensions of ordinary fuzzy sets such as intuitionistic fuzzy sets (IFS), Pythagorean fuzzy sets (PFS), and neutrosophic sets (NS), whose membership functions are based on three dimensions, aim to describe expert's judgments more informatively and explicitly. Introduction of generalized three dimensional spherical fuzzy sets (SFS) including some essential differences from the other fuzzy sets is presented in the literature with their arithmetic, aggregation, and defuzzfication operations [1]. This study summarizes the previously introduced spherical fuzzy sets and as an application spherical fuzzy CODAS method will be applied to the warehouse location selection problem.
机译:普通模糊集的扩展如直觉模糊集(IFS),Pythagorean模糊集(PFS)和中性计组(NS),其成员资格函数基于三维维度,旨在更加提供和明确地描述专家的判断。在文献中,包括其算术,聚合和污水的文献中,包括与其他模糊集的一些基本差异的概括的三维球形模糊集(SFS)。本研究总结了先前引入的球形模糊集,作为应用球形模糊CODAS方法将应用于仓库定位选择问题。

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