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Consensus reaching process for fuzzy behavioral TOPSIS method with probabilistic linguistic q-rung orthopair fuzzy set based on correlation measure

机译:基于相关度量的概率语言q-阶正交对模糊集的模糊行为TOPSIS方法的共识达成过程

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摘要

The paper proposes a consensus reaching process for fuzzy behavioral TOPSIS method with probabilistic linguistic q-rung orthopair fuzzy sets (PLq-ROFSs) based on correlation measure. First, the operational laws of adjusted PLq-ROFSs based on linguistic scale function (LSF) for semantics of linguistic terms are introduced, where the PLq-ROFSs have same probability space. In addition, we define the score function and accuracy function of PLq-ROFS based on the proposed operational laws to compare the PLq-ROFSs. Furthermore, we propose the probabilistic linguistic q-rung orthopair fuzzy weighted averaging (PLq-ROFWA) operator and the probabilistic linguistic q-rung orthopair fuzzy order weighted averaging (PLq-ROFOWA) operator to aggregate the linguistic decision information. Considering the inconsistency between the individual information and aggregated information in decisionmaking process and the demiddle of given linguistic sets tocision makers' behavioral factors, we define a new correlation measure based on LSF to develop a consensus reaching process for fuzzy behavioral TOPSIS method with PLq-ROFSs. Finally, a numerical example concerning the selection of optimal green enterprise is given to illustrate the feasibility of the proposed method and some comparative analyses with the existing methods are given to show its effectiveness. The sensitivity analysis and stability analysis of the proposed method on the ranking results are also discussed.
机译:提出了基于相关测度的概率语言q-阶邻对模糊集(PLq-ROFSs)的模糊行为TOPSIS方法的共识达成过程。首先,介绍了针对语言术语语义的基于语言尺度函数(LSF)的调整后的PLq-ROFS的运行规律,其中PLq-ROFS具有相同的概率空间。此外,我们根据拟议的运行规律定义PLq-ROFS的得分函数和准确性函数,以比较PLq-ROFS。此外,我们提出了概率语言q阶正交对模糊加权平均(PLq-ROFWA)算子和概率语言q阶正交对模糊阶加权平均(PLq-ROFOWA)算子,以汇总语言决策信息。考虑到决策过程中个体信息和集合信息之间的不一致以及给定语言集对决策者行为因素的破坏性,我们定义了一种基于LSF的新的相关度量,以开发一种基于PLq-ROFS的模糊行为TOPSIS方法的共识达成过程。 。最后,给出了一个关于选择最优绿色企业的数值算例,说明了该方法的可行性,并与现有方法进行了比较分析,以证明其有效性。还讨论了该方法对排序结果的敏感性分析和稳定性分析。

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