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A Novel Approach to Multi-Attribute Group Decision-Making with q -Rung Picture Linguistic Information

机译:q-梯级图语言信息的多属性群体决策的新方法

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The proposed q -rung orthopair fuzzy set ( q -ROFS) and picture fuzzy set (PIFS) are two powerful tools for depicting fuzziness and uncertainty. This paper proposes a new tool, called q -rung picture linguistic set ( q -RPLS) to deal with vagueness and impreciseness in multi-attribute group decision-making (MAGDM). The proposed q -RPLS takes full advantages of q -ROFS and PIFS and reflects decision-makers’ quantitative and qualitative assessments. To effectively aggregate q -rung picture linguistic information, we extend the classic Heronian mean (HM) to q -RPLSs and propose a family of q -rung picture linguistic Heronian mean operators, such as the q -rung picture linguistic Heronian mean ( q -RPLHM) operator, the q -rung picture linguistic weighted Heronian mean ( q -RPLWHM) operator, the q -rung picture linguistic geometric Heronian mean ( q -RPLGHM) operator, and the q -rung picture linguistic weighted geometric Heronian mean ( q -RPLWGHM) operator. The prominent advantage of the proposed operators is that the interrelationship between q -rung picture linguistic numbers ( q -RPLNs) can be considered. Further, we put forward a novel approach to MAGDM based on the proposed operators. We also provide a numerical example to demonstrate the validity and superiorities of the proposed method.
机译:拟议的q-阶邻对模糊集(q-ROFS)和图片模糊集(PIFS)是描述模糊性和不确定性的两个强大工具。本文提出了一种新的工具,称为q-梯级图片语言集(q -RPLS),用于处理多属性群决策(MAGDM)中的模糊性和不精确性。拟议的q -RPLS充分利用了q -ROFS和PIFS的优势,并反映了决策者的定量和定性评估。为了有效地汇总q阶图像语言的信息,我们将经典的Heronian均值(HM)扩展到q -RPLSs,并提出了q阶图像语言的Heronian均值算子族,例如q阶图像语言的Heronian均值(q- RPLHM)运算符,q阶图像语言加权Heronian平均值(q -RPLWHM)运算符,q阶图像语言几何Heronian平均值(q -RPLGHM)运算符和q阶图像语言加权几何Heronian平均值(q- RPLWGHM)运算符。提出的算子的显着优点是可以考虑q阶图像语言数(q -RPLN)之间的相互关系。此外,基于提出的算子,我们提出了一种新颖的MAGDM方法。我们还提供了一个数值示例,以证明所提出方法的有效性和优越性。

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