On Fuzzy Topological Bcc-algebras 1
نویسندگان
چکیده
We describe properties of subalgebras and BCC-ideals in BCCalgebras with a topology induced by a family of fuzzy sets.
منابع مشابه
T -fuzzy Multiply Positive Implicative Bcc-ideals of Bcc-algebras
The concept of fuzzy multiply positive BCC-ideals of BCC-algebras is introduced, and then some related results are obtained. Moreover, we introduce the concept of T -fuzzy multiply positive implicative BCC-ideals of BCC-algebras and investigate T -product of T -fuzzy multiply positive implicative BCC-ideals of BCC-algebras, examining its properties. Using a t-norm T , the direct product and T -...
متن کاملFuzzy Derivations BCC-Ideals on BCC-Algebras
In the theory of rings, the properties of derivations are important. In [15], Jun and Xin applied the notion of derivations in ring and near-ring theory to BCI-algebras, and they also introduced a new concept called a regular derivation in BCI-algebras. They investigated some properties of its .In this manuscript, the concept of fuzzy left (right) derivations BCCideals in BCC-algebras is introd...
متن کاملON TOPOLOGICAL EQ-ALGEBRAS
In this paper, by using a special family of filters $mathcal{F}$ on an EQ-algebra $E$, we construct a topology $mathcal{T}_{mathcal{mathcal{F}}}$ on $E$ and show that $(E,mathcal{T}_{mathcal{F}})$ is a topological EQ-algebra. First of all, we give some properties of topological EQ-algebras and investigate the interaction of topological EQ-algebras and quotient topological EQ-algebras. Then we o...
متن کاملFuzzy Topological B-algebras
In this note the notion of fuzzy topological B-algebras is introduced. The Foster's results on homomorphic images and inverse images in fuzzy topological B-algebras are studied.
متن کاملOn fuzzy topological K-algebras
In this paper, we introduce the notions of fuzzy topological subalgebras and ideals in K-algebras, and investigate some of their properties. We also discuss the properties of homomorphic image and inverse image of fuzzy topological ideals of K-algebras.
متن کامل