Ultra filters and quasi-subalgebras of Sheffer stroke BL-algebras based on the bipolar-valued fuzzy environment
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초록

The notion of bipolar-valued filters and quasi-subalgebras of Sheffer ff er stroke BL-algebras are introduced, and several properties are investigated. The relations among between a bipolar-valued fuzzy set, a bipolar-valued fuzzy filter, a bipolar-valued fuzzy quasi-subalgebra and a bipolar-valued fuzzy ultra filer-valued fuzzy ultra filer are studied and necassasy and sufficiendt ffi ciendt conditions are given. We prove that every bipolar-valued fuzzy filter is a bipolar-valued fuzzy quasi-subalgebra.

키워드

Sheffer stroke BL-algebrafilterbipolar-valued fuzzy filter
제목
Ultra filters and quasi-subalgebras of Sheffer stroke BL-algebras based on the bipolar-valued fuzzy environment
저자
Oner, TahsinJun, Young BaeAtes, Firat
DOI
10.2298/FIL2416727O
발행일
2024-10
유형
Article
저널명
Filomat
38
16
페이지
5727 ~ 5738