Deductive systems and filters of Sheffer stroke Hilbert algebras based on the bipolar-valued fuzzy set environment
Citations

SCOPUS

6

초록

The notion of bipolar-valued fuzzy set is used to treat the filter and deductive system in Sheffer stroke Hilbert algebras. The concepts of bipolarvalued fuzzy filter and bipolar-valued fuzzy deductive system are introduced and related properties are investigated. Conditions under which the bipolar-valued fuzzy set can be a bipolar-valued fuzzy filter are explored. Characterizations of the bipolar-valued fuzzy filter are examined. A bipolar-valued fuzzy filter is built using a filter. To consider the nomality of bipolar-valued fuzzy filter, the notion of normal bipolar-valued fuzzy filter is introduced and related properties are investigated. The method of normalizing the bipolar-valued fuzzy filter is addressed, and we will see what the normal bipolar-valued fuzzy filter looks like. © 2024 EUDOXUS PRESS, LLC.

키워드

(bipolar-valued fuzzy) deductive system(normal) bipolar-valued fuzzy filterfilterSheffer stroke Hilbert algebra
제목
Deductive systems and filters of Sheffer stroke Hilbert algebras based on the bipolar-valued fuzzy set environment
저자
Kim, Hee SikSong, Seok-ZunAhn, Sun ShinJun, Young Bae
발행일
2024-01
유형
Article
저널명
Journal of Computational Analysis and Applications
32
1
페이지
192 ~ 210