We generalize the notion of (?,?)-derivation of Nakajima and Bres˜ar. We define the generalized (?,?)-derivations, generalized Jordan (?,?)-derivations, and generalized Lie (?,?)-derivations. We study interrelations between these classes of derivations as well as their homological properties
Abstract. The concept of derivations as well as generalized deriva-tions (i.e. Ia;b(x) = ax + xb, f...
Abstract. In the present paper, we extend some well known results concerning derivations of prime ri...
The aim of this paper is to give a description of Lie derivations of generalized matrix algebras. As...
We dene the notion of generalized higher derivations and give some elementary relations between gene...
This paper continues a line investigation in [1]. Let A be a K-algebra and M an A/K-bimodule. In [5]...
summary:In this paper, we investigate a new type of generalized derivations associated with Hochschi...
In their paper [6], Leger and Luks introduced the notion of a generalized derivation in nonassociati...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
summary:We investigate a new type of generalized derivations associated with Hochschild 2-cocycles w...
WOS: 000277686800005This paper continues a line investigation in [1] Let A be a K-algebra and M an A...
We introduce the concept of (f,g)-derivations of BCI-algebras and we investigate some fundamental pr...
We study local generalized (α,β)-derivations on algebras generated by their idempotents and give som...
Let R be a prime ring. Suppose that θ, φ are endomorphisms of R. An additive mapping F: R → R is cal...
In this paper we study (sigma,tau)-derivations on algebras from an abstract point of view. After som...
In this paper, firstly, as a generalization of derivations on a lattice, the notion of n-derivation ...
Abstract. The concept of derivations as well as generalized deriva-tions (i.e. Ia;b(x) = ax + xb, f...
Abstract. In the present paper, we extend some well known results concerning derivations of prime ri...
The aim of this paper is to give a description of Lie derivations of generalized matrix algebras. As...
We dene the notion of generalized higher derivations and give some elementary relations between gene...
This paper continues a line investigation in [1]. Let A be a K-algebra and M an A/K-bimodule. In [5]...
summary:In this paper, we investigate a new type of generalized derivations associated with Hochschi...
In their paper [6], Leger and Luks introduced the notion of a generalized derivation in nonassociati...
In this paper, another type of derivation in B-algebra is defined, by defining two self-maps, one of...
summary:We investigate a new type of generalized derivations associated with Hochschild 2-cocycles w...
WOS: 000277686800005This paper continues a line investigation in [1] Let A be a K-algebra and M an A...
We introduce the concept of (f,g)-derivations of BCI-algebras and we investigate some fundamental pr...
We study local generalized (α,β)-derivations on algebras generated by their idempotents and give som...
Let R be a prime ring. Suppose that θ, φ are endomorphisms of R. An additive mapping F: R → R is cal...
In this paper we study (sigma,tau)-derivations on algebras from an abstract point of view. After som...
In this paper, firstly, as a generalization of derivations on a lattice, the notion of n-derivation ...
Abstract. The concept of derivations as well as generalized deriva-tions (i.e. Ia;b(x) = ax + xb, f...
Abstract. In the present paper, we extend some well known results concerning derivations of prime ri...
The aim of this paper is to give a description of Lie derivations of generalized matrix algebras. As...
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