Intuitionistic Fuzzy Points in Semigroups
Sujit Kumar Sardar, Manasi Mandal, Samit Kumar Majumder
TL;DR
This paper explores the relationships between intuitionistic fuzzy ideals and intuitionistic fuzzy points within semigroups, extending fuzzy set theory to algebraic structures.
Contribution
It establishes new relations connecting intuitionistic fuzzy ideals and fuzzy points in semigroups, advancing the theoretical framework.
Findings
Identifies key relations between fuzzy ideals and fuzzy points
Provides theoretical insights into intuitionistic fuzzy structures in semigroups
Enhances understanding of fuzzy set applications in algebraic systems
Abstract
The notion of intuitionistic fuzzy sets was introduced by Atanassov as a generalization of the notion of fuzzy sets. Y.B. Jun and S.Z. Song introduced the notion of intuitionistic fuzzy points. In this paper we find some relations between the intuitionistic fuzzy ideals of a semigroup S and the set of all intuitionistic fuzzy points of S:
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Taxonomy
TopicsFuzzy and Soft Set Theory · Fuzzy Logic and Control Systems · Multi-Criteria Decision Making