Bifuzzy K-algebras

We present the theory of a new class of logical algebras, known as K-algebras, which was built on a group G by adjoining the induced binary operation on G. We introduce the notion of fuzzy K-ideals of K- algebras and present some interesting properties. We describe fuzzy isomorphism theorems of K-algebras. We discuss a new generalized fuzzy ideal of a K-algebra and present some of its properties. We explain the concept of interval- valued fuzzy ideals of K-algebras and discuss some of their results. We explain the notion of bifuzzy ideals of K-algebras and investigate several interesting properties. We also talk about the concept of bifuzzy topological K-algebras.

Autorentext

M Akram has MSc degrees in Mathematics and Computer Science, MPhil in (Computational) Mathematics and PhD in Mathematics. His research interest is in Fuzzy Algebraic Structures and Numerical Algorithms. He has published numerous research articles in these areas and has received several incentive awards on his research publications from PU.