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The interactive fuzzy semigroup (RIC,+1/2) and its algebraic structure properties

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Author(s):
de Andrade, Allan Edley Ramos ; Wasques, Vinicius Francisco
Total Authors: 2
Document type: Journal article
Source: FUZZY SETS AND SYSTEMS; v. 486, p. 15-pg., 2024-04-22.
Abstract

This paper studies algebraic properties of fuzzy numbers under a specific arithmetic operation denoted by +(1/2). Specifically, this article establishes a new semigroup based on this sum and explores its algebraic properties, as well as homomorphisms between its subsemigroups. Some examples are provided in order to illustrate the results provided here. (AU)

FAPESP's process: 23/03927-0 - Fuzzy differential equations and fuzzy algebra with applications
Grantee:Vinícius Francisco Wasques
Support Opportunities: Regular Research Grants