AbstractWe construct four new series of generalized simple Lie algebras of Cartan type, using the mixtures of grading operators and down-grading operators. Our results in this paper are further generalizations of those in Osborn's work (J. Algebra185 (1996), 820–835)
In this worksheet we shall review the basic definitions and properties of Cartan involutions and Car...
The problem of classifying the finite-dimensional simple Lie algebras over fields of characteristic ...
AbstractLet W = W (A, T, ϑ) be a simple generalized Witt algebra over a field F of characteristic 0 ...
We construct four new series of generalized simple Lie algebras of Cartan type, using the mixtures o...
AbstractWe construct four new series of generalized simple Lie algebras of Cartan type, using the mi...
In this paper, we introduce a class of Lie algebras which are subalgebras of generalized Cartan type...
AbstractLie algebras of Cartan type over fields of prime characteristic were introduced by Kostrikin...
AbstractIn a recent paper by Xu, some simple Lie algebras of generalized Cartan type were constructe...
AbstractFor a given negatively graded Lie algebra K−, the universal graded Lie algebra U of type K− ...
Abstract. This paper is a continuation of earlier work on generators of simple Lie algebras in arbit...
AbstractIn this paper, a class of infinite-dimensional Lie algebras, called algebras of Cartan type ...
In this paper a new two-parameter family of simple Lie algebras defined over fields of chracteristic...
In this paper a new two-parameter family of simple Lie algebras defined over fields of characteristi...
AbstractIn this paper a new two-parameter family of simple Lie algebras defined over fields of chara...
Solid but concise, this account of Lie algebra emphasizes the theory's simplicity and offers new app...
In this worksheet we shall review the basic definitions and properties of Cartan involutions and Car...
The problem of classifying the finite-dimensional simple Lie algebras over fields of characteristic ...
AbstractLet W = W (A, T, ϑ) be a simple generalized Witt algebra over a field F of characteristic 0 ...
We construct four new series of generalized simple Lie algebras of Cartan type, using the mixtures o...
AbstractWe construct four new series of generalized simple Lie algebras of Cartan type, using the mi...
In this paper, we introduce a class of Lie algebras which are subalgebras of generalized Cartan type...
AbstractLie algebras of Cartan type over fields of prime characteristic were introduced by Kostrikin...
AbstractIn a recent paper by Xu, some simple Lie algebras of generalized Cartan type were constructe...
AbstractFor a given negatively graded Lie algebra K−, the universal graded Lie algebra U of type K− ...
Abstract. This paper is a continuation of earlier work on generators of simple Lie algebras in arbit...
AbstractIn this paper, a class of infinite-dimensional Lie algebras, called algebras of Cartan type ...
In this paper a new two-parameter family of simple Lie algebras defined over fields of chracteristic...
In this paper a new two-parameter family of simple Lie algebras defined over fields of characteristi...
AbstractIn this paper a new two-parameter family of simple Lie algebras defined over fields of chara...
Solid but concise, this account of Lie algebra emphasizes the theory's simplicity and offers new app...
In this worksheet we shall review the basic definitions and properties of Cartan involutions and Car...
The problem of classifying the finite-dimensional simple Lie algebras over fields of characteristic ...
AbstractLet W = W (A, T, ϑ) be a simple generalized Witt algebra over a field F of characteristic 0 ...
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