A new generalization of fuzzy ideals in LA-semigroups
S. Abdullah, M. Atique Khan, M. Aslam
TL;DR
This paper introduces a new generalization of fuzzy ideals within LA-semigroups, expanding the theoretical framework for fuzzy algebraic structures.
Contribution
It defines and explores various types of generalized fuzzy ideals such as bi-ideals, interior ideals, and quasi ideals in LA-semigroups.
Findings
Defined new classes of fuzzy ideals in LA-semigroups
Established properties and relationships among these ideals
Provided a foundation for further algebraic research in fuzzy structures
Abstract
In this article, the concept of generalized fuzzy ideals in LA-semigroups. We introduced different types of generalized fuzzy ideals like bi-ideals, interior ideals and quasi ideals in LA-semigroups
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Taxonomy
TopicsFuzzy and Soft Set Theory · Fuzzy Logic and Control Systems · Advanced Algebra and Logic