Multivalued neutrosophic power partitioned Hamy mean operators and their application in MAGDM

Multivalued neutrosophic power partitioned Hamy mean operators and their application in MAGDM
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Publisher : Infinite Study
Total Pages : 23
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Book Synopsis Multivalued neutrosophic power partitioned Hamy mean operators and their application in MAGDM by : Muwen Wang

Download or read book Multivalued neutrosophic power partitioned Hamy mean operators and their application in MAGDM written by Muwen Wang and published by Infinite Study. This book was released on 2023-01-01 with total page 23 pages. Available in PDF, EPUB and Kindle. Book excerpt: The novel multivalued neutrosophic aggregation operators are proposed in this paper to handle the complicated decision-making situations with correlation between specific information and partitioned parameters at the same time, which are based on weighted power partitioned Hamy mean (WMNPPHAM) operators for multivalued neutrosophic sets (MNS) proposed by combining the Power Average and Hamy operators. Firstly, the power partitioned Hamy mean (PPHAM) is capable of capture the correlation between aggregation parameters and the relationship among attributes dividing several parts, where the attributes are dependent definitely within the interchangeable fragment, other attributes in divergent sections are irrelevant. Secondly, because MNS can effectively represent imprecise, insufficient, and uncertain information, we proposed the multivalued neutrosophic PMHAM (WMNPHAM) operator for MNS and its partitioned variant (WMNPPHAM) with the characteristics and examples. Finally, this multiple attribute group decision making (MAGDM) technique is proven to be feasible by comparing with the existing methods to confirm this method’s usefulness and validity.


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