2019•MathLAB JournalRequires access

a-Dot Interval Valued Fuzzy New Ideal of Pu-Algebra

Rodyna A. Hosny, Samy M. Mostafa

Abstract

In this paper, our aim is to introduce and study the notion of an α-dot interval valued fuzzy new-ideal of a PU-algebra. The homomorphic images (pre images) of α-dot interval valued fuzzy new-ideal under homomorphism of a PU-algebras have been obtained and some related results have been derived. Finally, we give the properties of the concept of Cartesian product of an α-dot interval valued fuzzy new-ideal of a PU-algebra..

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Key concepts: Homomorphism, Ideal (ethics), Mathematics, Algebra over a field, Cartesian product, Fuzzy logic, Interval (graph theory), Universal algebra