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Commentary on 'New aggregation operators of single-valued neutrosophic hesitant fuzzy set and their application in multi-attribute decision making'

机译:“单值中智犹豫模糊集的新集合算子及其在多属性决策中的应用”评论

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摘要

Liu and Luo (Pattern Anal Appl 10.1007/s10044-017-0635-6) proposed a single-valued neutrosophic hesitant fuzzy ordered weighted aggregation (SVNHFOWA) operator and used it for solving single-valued neutrosophic hesitant fuzzy multi-attribute decision making (MADM) problems. It is pertinent to mention that to show the validity of SVNHFOWA operator, Liu and Luo claimed that this operator satisfies the idempotency, commutativity and monotonicity properties. However, after a deep study, it is observed that the monotonicity property is not satisfying for the SVNHFOWA operator whereas, for the validity of an aggregation operator the monotonicity property should necessarily be satisfied. Therefore, the SVNHFOWA operator, proposed by Liu and Luo, is not valid. Since, in future, the other researchers may use this SVNHFOWA operator in their research work as well as for solving real-life single-valued neutrosophic hesitant fuzzy MADM problems. Therefore, the aim of this paper is to make the researchers aware about the fact that it is scientifically incorrect to use the SVNHFOWA operator.
机译:Liu和Luo(Pattern Anal Appl 10.1007 / s10044-017-0635-6)提出了单值中智犹豫模糊有序加权聚集(SVNHFOWA)算子,并将其用于解决单值中智犹豫模糊多属性决策(MADM) ) 问题。值得一提的是,为了证明SVNHFOWA算子的有效性,Liu和Luo声称该算子满足了等幂性,可交换性和单调性。但是,经过深入研究,发现SVNHFOWA运算符的单调性不令人满意,而对于聚合运算符的有效性,必须满足单调性。因此,由Liu和Luo提出的SVNHFOWA运算符无效。由于将来其他研究人员可能会在研究工作中使用该SVNHFOWA运算符,以及用于解决现实生活中的单值中智性犹豫模糊MADM问题。因此,本文的目的是使研究人员意识到使用SVNHFOWA运算符在科学上是不正确的。

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