ON PRIME AND SEMIPRIME INTUITIONISTIC FUZZY k-IDEALS OF HEMIRINGS

Abstract

Hemirings are one of the Universal algebras generalizing an associative ring sharing the same properties as a ring except that the second binary operation is assumed to be a semigroup rather than a group. Many researchers made a detailed study on different aspects of hemirings. This paper introduces the notions of prime and semiprime intuitionistic fuzzy left k-ideals of hemirings. We also investigate some of their properties.