Hartwig, Larsson and Silvestrov in [J.T. Hartwig, D. Larsson, S.D. Silvestrov, Deformations of Lie algebras using σ-derivations, J. Algebra 295 (2) (2006) 314–361] defined a bracket on σ-derivations of a commutative algebra. We show that this bracket preserves inner derivations, and based on this obtain structural results providing new insights into σ-derivations on Laurent polynomials in one variable
AbstractLet A be a commutative associative algebra over the complex field C, and G be the complexifi...
AbstractThis paper introduces the notion of a quasi-hom-Lie algebra, or simply, a qhl-algebra, which...
AbstractThe Lie theoretic nature of the Rankin–Cohen brackets is here uncovered. These bilinear oper...
AbstractHartwig, Larsson and Silvestrov in [J.T. Hartwig, D. Larsson, S.D. Silvestrov, Deformations ...
AbstractHartwig, Larsson and Silvestrov in [J.T. Hartwig, D. Larsson, S.D. Silvestrov, Deformations ...
The aim of this paper is to study some brackets defined on (τ,σ)-derivations sat-isfying quasi-Lie i...
Quasi-hom-Lie algebras (qhl-algebras) were introduced by Larsson and Silvestrov (2004) as a generali...
Quasi-hom-Lie algebras (qhl-algebras) were introduced by Larsson and Silvestrov (2004) as a generali...
The aim of this paper is to study some brackets defined on (τ, σ )-derivations sat- isfying quasi-Li...
peer reviewedThe aim of this paper is to study some brackets defined on (τ, σ )-derivations sat- is...
This thesis introduces a new deformation scheme for Lie algebras, which we refer to as ?quasi-deform...
AbstractThis paper introduces the notion of a quasi-hom-Lie algebra, or simply, a qhl-algebra, which...
In this article we develop an approach to deformations of the Witt and Virasoro algebras based on si...
In this article we apply a method devised in Hartwig, Larsson, and Silvestrov (2006) and Larsson and...
Let L be a Lie algebra. A derivation α of L is a commuting derivation (central derivation), if α (x)...
AbstractLet A be a commutative associative algebra over the complex field C, and G be the complexifi...
AbstractThis paper introduces the notion of a quasi-hom-Lie algebra, or simply, a qhl-algebra, which...
AbstractThe Lie theoretic nature of the Rankin–Cohen brackets is here uncovered. These bilinear oper...
AbstractHartwig, Larsson and Silvestrov in [J.T. Hartwig, D. Larsson, S.D. Silvestrov, Deformations ...
AbstractHartwig, Larsson and Silvestrov in [J.T. Hartwig, D. Larsson, S.D. Silvestrov, Deformations ...
The aim of this paper is to study some brackets defined on (τ,σ)-derivations sat-isfying quasi-Lie i...
Quasi-hom-Lie algebras (qhl-algebras) were introduced by Larsson and Silvestrov (2004) as a generali...
Quasi-hom-Lie algebras (qhl-algebras) were introduced by Larsson and Silvestrov (2004) as a generali...
The aim of this paper is to study some brackets defined on (τ, σ )-derivations sat- isfying quasi-Li...
peer reviewedThe aim of this paper is to study some brackets defined on (τ, σ )-derivations sat- is...
This thesis introduces a new deformation scheme for Lie algebras, which we refer to as ?quasi-deform...
AbstractThis paper introduces the notion of a quasi-hom-Lie algebra, or simply, a qhl-algebra, which...
In this article we develop an approach to deformations of the Witt and Virasoro algebras based on si...
In this article we apply a method devised in Hartwig, Larsson, and Silvestrov (2006) and Larsson and...
Let L be a Lie algebra. A derivation α of L is a commuting derivation (central derivation), if α (x)...
AbstractLet A be a commutative associative algebra over the complex field C, and G be the complexifi...
AbstractThis paper introduces the notion of a quasi-hom-Lie algebra, or simply, a qhl-algebra, which...
AbstractThe Lie theoretic nature of the Rankin–Cohen brackets is here uncovered. These bilinear oper...
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