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• W3025270419 abstract "In this paper, firstly, novel approaches of score function and accuracy function are introduced to achievemore practical and convincing comparison results of two neutrosophic cubic values. Furthermore, the neutrosophic cubicHamacher weighted averaging operator and the neutrosophic cubic Hamacher weighted geometric operator are developedto aggregate neutrosophic cubic values. Some desirable properties of these operators such as idempotency, monotonicityand boundedness are discussed. To deal with the multi-criteria decision making problems in which attribute valuestake the form of the neutrosophic cubic elements, the decision making algorithms based on some Hamacher aggregationoperators, which are extensions of the algebraic aggregation operators and Einstein aggregation operators, are constructed.Finally, the illustrative examples and comparisons are given to verify the proposed algorithms and to demonstrate theirpracticality and effectiveness." @default.
• W3025270419 created "2020-05-21" @default.
• W3025270419 creator A5028846592 @default.
• W3025270419 date "2020-05-02" @default.
• W3025270419 modified "2023-09-25" @default.
• W3025270419 title "Neutrosophic Cubic Hamacher Aggregation Operators and Their Applications in Decision Making" @default.
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