Almost phi-fuzzy semi-ideals in groupoids

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초록

In this paper, we introduce the notions of an almost phi-fuzzy subalgebra and an almost phi-fuzzy semi-ideal in groupoids by using the concept of a function. This concepts are generalizations of a fuzzy subalgebra and a fuzzy ideal in groupoids respectively. We discuss some relations between almost phi-fuzzy subalgebras and vanishing, level subsets. By introducing the notions of (mu, phi)-extremes, e-ideals, we obtain several properties of almost phi-fuzzy subalgebras. The relations between almost phi-fuzzy semi-ideals and (mu, phi)-special elements are discussed. Finally we discuss fuzzy algebraic structures of almost phi-fuzzy semi-ideals by diagrams.

키워드

almost phi-fuzzy subalgebra (semi-ideal); BCK/BC1-algebra; (weakly) vanishing; (pre-) level subset; (weak) fuzzy subalgebra property; (mu,phi)-(extreme, special); e-ideal; Bin(X)
제목
Almost phi-fuzzy semi-ideals in groupoids
저자
Kim, Hee Sik; Neggers, Joseph; Ahn, Sun Shin
DOI
10.3233/JIFS-181220
발행일
2019
유형
Article
저널명
Journal of Intelligent and Fuzzy Systems
권
36
호
6
페이지
5361 ~ 5368