Ideals in BE-algebras based on Lukasiewicz fuzzy set

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초록

For the purpose of applying the concept of Lukasiewicz fuzzy set to ideals in BE-algebras, Lukasiewicz fuzzy ideal is introduced, and its properties are studied. The relationship between fuzzy ideal and Lukasiewicz fuzzy ideal is discussed. Conditions for the Lukasiewicz fuzzy set to be a Lukasiewicz fuzzy ideal are provided, and characterizations of Lukasiewicz fuzzy ideal are displayed. Conditions in which three subsets, called ∈-set, q-set and O-set, are ideals are explored. © 2022 EJPAM All rights reserved.

키워드

Fuzzy idealLukasiewicz fuzzy idealO-setq-set∈-set
제목
Ideals in BE-algebras based on Lukasiewicz fuzzy set
저자
Ahn, Sun ShinRoh, Eun HwanJun, Young Bae
DOI
10.29020/nybg.ejpam.v15i3.4467
발행일
2022-07
유형
Article
저널명
European Journal of Pure and Applied Mathematics
15
3
페이지
1307 ~ 1320