FUZZY SUB-IMPLICATIVE IDEALS OF BCI-ALGEBRAS

Fuzzy n-Fold BCI-Positive Implicative Ideals in BCI-Algebras

Connections between Generalized Fuzzy Ideals and Sub-implicative Ideals of BCI-algebras

The concept of quasi-coincidence of an interval valued fuzzy set is considered. By using this idea, the notion of interval valued (α, β)−fuzzy sub-implicative ideals of BCIalgebras is introduced, which is a generalization of a fuzzy sub-implicative ideal. Also some related properties are studied and in particular, the interval valued (∈,∈ ∨q)−fuzzy subimplicative ideals in a BCI-algebra will be...

Some Results on Intuitionistic Fuzzy BCI- (Positive Implicative, Implicative, Commutative) Ideals in BCI-Algebras

In this paper, we interrelate the intuitionistic fuzzification of the concept of BCI-(positive implicative, implicative, commutative) ideals in BCI-algebras and investigate some of their properties.

-fuzzy Sub- Commutative Ideals in Bci-algebras

The concept of fuzzy set, which was published by Zadeh in his classic paper [24] of 1965, was applied by many researchers to generalize some of the basic concepts of algebra. The fuzzy algebraic structures play a central role in mathematics with wide applications in many other branches such as theoretical physics, computer sciences, control engineering, information sciences, coding theory, topo...

Soft Bci-implicative Ideals of Soft Bci-algebras

The notion of soft BCI-implicative ideals and BCI-implicative idealistic soft BCI-algebras is introduced and their basic properties are discussed. Relations between soft ideals and soft BCI-implicative ideals of soft BCI-algebras are provided. Also idealistic soft BCI-algebras and BCI-implicative idealistic soft BCI-algebras are being related. The intersection, union, “AND” operation and “OR” o...