상세 보기
CUBIC INTUITIONISTIC STRUCTURES APPLIED TO IDEALS OF <i>BCI</i>-ALGEBRAS
- Senapati, Tapan;
- Jun, Young Bae;
- Muhiuddin, G.;
- Shum, K. P.
Citations
WEB OF SCIENCE
43Citations
SCOPUS
46초록
In this paper, the notion of closed cubic intuitionistic ideals, cubic intuitionistic p-ideals and cubic intuitionistic a-ideals in BCI-algebras are introduced, and several related properties are investigated. Relations between cubic intuitionistic subalgebras, closed cubic intuitionistic ideals, cubic intuitionistic q-ideals, cubic intuitionistic p-ideals and cubic intuitionistic a-ideals are discussed. Conditions for a cubic intuitionistic ideal to be a cubic intuitionistic p-ideal are provided. Characterizations of a cubic intuitionistic a-ideal are considered. The cubic intuitionistic extension property for a cubic intuitionistic a-ideal is established.
키워드
Cubic intuitionistic subalgebra; closed cubic intuitionistic ideal; cubic intuitionistic p-ideal; cubic intuitionistic a-ideal; cubic intuitionistic q-ideal
- 제목
- CUBIC INTUITIONISTIC STRUCTURES APPLIED TO IDEALS OF <i>BCI</i>-ALGEBRAS
- 저자
- Senapati, Tapan; Jun, Young Bae; Muhiuddin, G.; Shum, K. P.
- 발행일
- 2019-09
- 유형
- Article
- 권
- 27
- 호
- 2
- 페이지
- 213 ~ 232