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초록
The notion of picture fuzzy set is introduced by B. C. Cuong, which is a common extension of fuzzy set and intuitionistic fuzzy set. The notion of pseudo-BCI algebra is introduced by W. A. Dudek and Y. B. Jun, it is a kind of non-classical logic algebra and close connection with various non-commutative fuzzy logic algebras. In this paper, picture fuzzy theory is applied to pseudo-BCI algebras. The new concepts of picture fuzzy filter and anti-grouped picture fuzzy filter in pseudo-BCI algebras are proposed, and their characterizations are presented. Moreover, the relationships between fuzzy filters and picture fuzzy filters are discussed.
키워드
Anti-grouped picture fuzzy filter; Fuzzy filter; Picture fuzzy filter; Picture fuzzy set; Pseudo-BCI algebra; Algebra; Bandpass filters; Data mining; Filtration; Fuzzy logic; Fuzzy sets; Fuzzy systems; BCI-algebra; Fuzzy theory; Intuitionistic fuzzy sets; Non-classical logic; Non-commutative; Fuzzy filters
- 제목
- Picture fuzzy filters of pseudo-BCI algebras
- 저자
- Zhang, X.; Bo, C.; Park, C.
- 발행일
- 2017-00
- 유형
- Conference Paper
- 권
- 299
- 페이지
- 254 ~ 260