We introduce the concept of (f,g)-derivations of BCI-algebras and we investigate some fundamental properties and establish some results on (f,g)-derivations. Also, we treat to generalization of right derivation and left derivation of BCI-algebras and consider some related properties
In this paper, another type of derivation in BN1-algebra is defined, which involves an endomorphism ...
In this paper, the notion of left-right (respectively, right-left) derivation, f-derivation, general...
It is well known that a commutative C*-algebra has no nonzero derivations. In this article, we exten...
In the present paper, we introduce the notion of generalized left derivation of a BCI-algebra X, con...
The notion of left-right (resp., right-left) f-derivation of a BCI-algebra is introduced, and some r...
AbstractThe notion of (regular) left (θ,ϕ)-derivations of a BCI-algebra is introduced, some useful e...
The notion of (regular) left (θ,ϕ)-derivations of a BCI-algebra is introduced, some useful examples ...
In this paper, the notion of left-right and right- left fderivation of a BCC-algebra is introduced, ...
WOS: 000282531800030In this paper, the notion of left-right and right-left f-derivation of a BCC-alg...
Motivated by some results on derivations in rings and derivations of BCI algebras recently we introd...
###EgeUn###In this paper, we introduce the notion of derivation of pseudo BCI-algebras and investiga...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
In this paper, we introduced the notion of left-right and right-left f-derivations of a B-algebra an...
The notion of left-right (resp. right-left) symmetric bi-derivation of BCI-algebras is introduced an...
Abstract. The notion of left-right (resp. right-left) derivation of B-algebra is introduced and some...
In this paper, another type of derivation in BN1-algebra is defined, which involves an endomorphism ...
In this paper, the notion of left-right (respectively, right-left) derivation, f-derivation, general...
It is well known that a commutative C*-algebra has no nonzero derivations. In this article, we exten...
In the present paper, we introduce the notion of generalized left derivation of a BCI-algebra X, con...
The notion of left-right (resp., right-left) f-derivation of a BCI-algebra is introduced, and some r...
AbstractThe notion of (regular) left (θ,ϕ)-derivations of a BCI-algebra is introduced, some useful e...
The notion of (regular) left (θ,ϕ)-derivations of a BCI-algebra is introduced, some useful examples ...
In this paper, the notion of left-right and right- left fderivation of a BCC-algebra is introduced, ...
WOS: 000282531800030In this paper, the notion of left-right and right-left f-derivation of a BCC-alg...
Motivated by some results on derivations in rings and derivations of BCI algebras recently we introd...
###EgeUn###In this paper, we introduce the notion of derivation of pseudo BCI-algebras and investiga...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
In this paper, we introduced the notion of left-right and right-left f-derivations of a B-algebra an...
The notion of left-right (resp. right-left) symmetric bi-derivation of BCI-algebras is introduced an...
Abstract. The notion of left-right (resp. right-left) derivation of B-algebra is introduced and some...
In this paper, another type of derivation in BN1-algebra is defined, which involves an endomorphism ...
In this paper, the notion of left-right (respectively, right-left) derivation, f-derivation, general...
It is well known that a commutative C*-algebra has no nonzero derivations. In this article, we exten...
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