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Matrix Theory for Neutrosophic Hypersoft Set and Applications in Multiattributive Multicriteria Decision-Making Problems

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  • Muhammad Naveed Jafar
  • Muhammad Saeed
  • Parimala Mani

Abstract

Decision-making is a complex issue due to the vague, imprecise, and indeterminate environment especially when attributes are more than one and further bifurcated. To solve such types of problems, the concept of neutrosophic hypersoft set is proposed by Smaranndache. In this paper, the primary focus is to extend the concept of neutrosophic hypersoft sets (NHSs) to the neutrosophic hypersoft matrices (NHSMs) with the essential study of matrices with suitable examples. Then, the analytical study of some common operations for NHSM has been created. Lastly, decision-making issues have been presented by establishing a new algorithm based on a score function, and it has been interpreted with the help of numerical example for the selection of teachers at the college level. In this study, NHSM algorithm is elaborated efficiently and conveniently for optimal choice selection to solve decision-making problems.

Suggested Citation

  • Muhammad Naveed Jafar & Muhammad Saeed & Parimala Mani, 2021. "Matrix Theory for Neutrosophic Hypersoft Set and Applications in Multiattributive Multicriteria Decision-Making Problems," Journal of Mathematics, Hindawi, vol. 2021, pages 1-15, October.
    • Handle: RePEc:hin:jjmath:6666408
    DOI: 10.1155/2021/6666408
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