Contribution to decision-making in the big data industry based on the multiparametric similarity measure for Pythagorean fuzzy sets

Bechar Ibrahim, A. Benyettou
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Abstract

Big Data allows analysing and assessing all human production types with its 5Vs, which are Volume, Velocity, Variety, Veracity and Value. Big Data is useful to improve decision-making to adjust it better to market demand, specifically selection of supplier that is an important link to optimize the logistic chain of enterprises. In this case, leadership or decider is ahead one serious complex problem, inexact and fuzzy. Pythagorean fuzzy set (PFS) is disposing the indeterminacy data by the membership and the nonmembership functions; it is a generalization of the intuitionist fuzzy set when the last set is limited. First, some results for PFSs are displaying in this study as particular cases and generalization of some binary operations. After, an improved score function of Pythagorean fuzzy number is proposed to avoid the comparison problem in practice. In addition, an existing approach exploring the combined alternatives weight to settle Pythagorean fuzzy issue by multi-parametric similarity measure is applied with the new proposed score function to selection of supplier issue with five serious criteria as a Big Data industry decision-making problem in economic environment. Finally, a comparison of the presented method with some existing approaches has been executed in the light of counterintuitive phenomena for validating its advantages.
基于毕达哥拉斯模糊集多参数相似性度量的大数据行业决策贡献
大数据可以分析和评估所有人类生产类型的5v,即体积(Volume)、速度(Velocity)、品种(Variety)、准确性(Veracity)和价值(Value)。大数据有助于改善决策,使其更好地适应市场需求,特别是供应商的选择,这是优化企业物流链的重要环节。在这种情况下,领导或决策者领先于一个严重的复杂问题,不精确和模糊。毕达哥拉斯模糊集(PFS)是利用隶属函数和非隶属函数来处理不确定性数据;当最后一个集合是有限的,它是对直觉模糊集的推广。首先,本研究将pfs的一些结果作为一些二进制运算的特殊情况和推广来展示。然后,提出了一种改进的毕达哥拉斯模糊数得分函数,避免了实践中的比较问题。此外,将现有的利用多参数相似度测度探索组合备选权来解决毕达哥拉斯模糊问题的方法与新提出的评分函数应用于经济环境下具有五个严重标准的供应商选择问题这一大数据产业决策问题。最后,针对反直觉现象,将所提出的方法与现有的一些方法进行了比较,以验证其优点。
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