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1. Separation Axioms on S-Topological BE-Algebras.

Author

Thiruveni, V., Kumari, P. Lakshmi, and Latha, K. B.

Subjects
*ALGEBRA, *TOPOLOGY, *AXIOMS, *FOUNDATIONS of projective geometry, *MATHEMATICS
Abstract

An S-Topological BE-Algebras(STBE-Algebras) is a BE-Algebra equipped with a special type of topology that makes the operation (defined on it)as S-topological continuous. In this paper, we discuss the separation axioms on a STBE-Algebras. [ABSTRACT FROM AUTHOR]

Published
2022

2. Type 3 Multi Fuzzy Sets.

Author

Hemabala, K. and Kumar, B. Srinivasa

Subjects
*FUZZY sets, *ALGEBRA, *INTERSECTION graph theory, *MATHEMATICAL formulas, *MATHEMATICAL analysis
Abstract

In this paper, we present the initiative of type 3 multi fuzzy sets which is an extension of type3 fuzzy sets. we have attempted to propose an extension of type2 multi fuzzy sets into a type3 multi fuzzy sets. In the wake of characterizing type 3 multi fuzzy sets, we examine the algebraic properties of these sets including set-theoretic operation such as complement, inclusion, union, intersection with example. Also we illustrate some algebraic properties. [ABSTRACT FROM AUTHOR]

Published
2022