On Q-Fuzzy Ideals in Gamma-Semigroups
Samit Kumar Majumder
TL;DR
This paper introduces Q-fuzzy ideals in gamma-semigroups, explores their properties, characterizes regular gamma-semigroups via these ideals, and examines relationships with operator semigroups.
Contribution
It presents the novel concept of Q-fuzzy ideals in gamma-semigroups and investigates their properties and applications, including characterization and operator semigroup relationships.
Findings
Characterization of regular gamma-semigroups using Q-fuzzy ideals
Relationships established between Q-fuzzy ideals of gamma-semigroups and their operator semigroups
Properties of Q-fuzzy ideals in gamma-semigroups analyzed
Abstract
In this paper the concept of Q-fuzzification of ideals of gamma-semigroups has been introduced and some important properties have been investigated. A characterization of regular gamma-semigroup in terms of Q-fuzzy ideals has been obtained. Operator semigroups of a gamma-semigroup has been made to work by obtaining various relationships between Q-fuzzy ideals of a gamma-semigroup and that of its operator semigroups.
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Taxonomy
TopicsFuzzy and Soft Set Theory · Fuzzy Logic and Control Systems · Multi-Criteria Decision Making