AbstractLet L be a Lie algebra. We call a linear map f:L→L a near-derivation if there exists a linear map g:L→L such that (adx)f−g(adx) is a derivation for every x∈L. The paper is devoted to describing the structure of near-derivations in certain Lie algebras arising from associative ones
AbstractWe describe subalgebras of the Lie algebra gl(n2) that contain all inner derivations of A=Mn...
AbstractLet N be a non-trivial nest on X, AlgN be the associated nest algebra, and L:AlgN→B(X) be a ...
Given a von Neumann algebra M denote by LS(M) the algebras of all locally measurable operators affil...
AbstractLet L be a Lie algebra. We call a linear map f:L→L a near-derivation if there exists a linea...
A left-symmetric algebra A is said to be a derivation algebra if all its left and right multiplicati...
AbstractLet A be an Archimedean f-algebra and let N(A) be the set of all nilpotent elements of A. Co...
AbstractThe theory of functional identities is used to study derivations of Lie algebras arising fro...
[[abstract]]It is shown that every almost linear almost -derivation h : A ! A on a unital C-algebra,...
AbstractWe show a method to determine the space of derivations of any Lie algebra, and in particular...
Let L be a Lie algebra. A derivation α of L is a commuting derivation (central derivation), if α (x)...
Let V be an L-variety of associative L-algebras, i.e., algebras where a Lie algebra L acts on them b...
AbstractIn this paper, we examine a class of algebras which includes Lie algebras, Lie color algebra...
In their paper [6], Leger and Luks introduced the notion of a generalized derivation in nonassociati...
AbstractWe study Lie triple derivations of TUHF algebras. It is shown that if L is a continuous Lie ...
Abstract. Let A be a C-algebra and Z(A) the center of A. A se-quence fLng1n=0 of linear mappings on ...
AbstractWe describe subalgebras of the Lie algebra gl(n2) that contain all inner derivations of A=Mn...
AbstractLet N be a non-trivial nest on X, AlgN be the associated nest algebra, and L:AlgN→B(X) be a ...
Given a von Neumann algebra M denote by LS(M) the algebras of all locally measurable operators affil...
AbstractLet L be a Lie algebra. We call a linear map f:L→L a near-derivation if there exists a linea...
A left-symmetric algebra A is said to be a derivation algebra if all its left and right multiplicati...
AbstractLet A be an Archimedean f-algebra and let N(A) be the set of all nilpotent elements of A. Co...
AbstractThe theory of functional identities is used to study derivations of Lie algebras arising fro...
[[abstract]]It is shown that every almost linear almost -derivation h : A ! A on a unital C-algebra,...
AbstractWe show a method to determine the space of derivations of any Lie algebra, and in particular...
Let L be a Lie algebra. A derivation α of L is a commuting derivation (central derivation), if α (x)...
Let V be an L-variety of associative L-algebras, i.e., algebras where a Lie algebra L acts on them b...
AbstractIn this paper, we examine a class of algebras which includes Lie algebras, Lie color algebra...
In their paper [6], Leger and Luks introduced the notion of a generalized derivation in nonassociati...
AbstractWe study Lie triple derivations of TUHF algebras. It is shown that if L is a continuous Lie ...
Abstract. Let A be a C-algebra and Z(A) the center of A. A se-quence fLng1n=0 of linear mappings on ...
AbstractWe describe subalgebras of the Lie algebra gl(n2) that contain all inner derivations of A=Mn...
AbstractLet N be a non-trivial nest on X, AlgN be the associated nest algebra, and L:AlgN→B(X) be a ...
Given a von Neumann algebra M denote by LS(M) the algebras of all locally measurable operators affil...
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