Neutrosophic Sets and Systems (Dec 2023)

A New Framework of Interval-valued Neutrosophic in Ẑ -algebra

  • K. P. Shanmugapriya,
  • P. Hemavathi

DOI
https://doi.org/10.5281/zenodo.10224204
Journal volume & issue
Vol. 60
pp. 300 – 316

Abstract

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This article deals about an interval-valued neutrosophic Ẑ-algebra is a mathematical framework which incorporates the concepts of interval-valued neutrosophic sets, Ẑ-algebra and algebraic operations. This innovative algebraic structure addresses the challenges posed by uncertain, imprecise, and indeterminate information in various fields. In this work, we presented the fundamentals of Ẑ-algebra and int_val neutrosophic sets, as well as several of their attributes such as homomorphism and cartesian product.

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