2015•Algebra LettersRequires access

Alpha bar - interval valued fuzzy new ideal of PU-algebra

Samy M. Mostafa, Mokhtar A. Abdel Naby, Alaa Eldin I. Elkabany

Abstract

Our aim in this paper is to introduce and study, the notion alpha bar-interval valued fuzzy new- ideal of a PU -algebra. The homomorphic images (pre images) of alpha bar-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 alpha bar-interval valued fuzzy new -ideal of a PU- algebra.

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