Add to ORKGAbstract. We prove that every Lie algebra can be decomposed into a solvable Lie algebra and a semisimple Lie algebra. Then we show that every complex semisimple Lie algebra is a direct sum of simple Lie algebras. Finally, we giv
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the present project report, a sincere report has been made to construct and study the basic infor...
The author has previously shown that solvable Lie A-algebras and complemented solvable Lie algebras ...
A dissertação tem como tema as álgebras de Lie. Especificamente álgebras de Lie semi-simples e suas ...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
A Lie algebra is a vector space with a bilinear form [—,—], called the Lie bracket, that satisfies t...
For various series of complex semi-simple Lie algebras g(t) equipped with irreducible representation...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
AbstractThis paper shows how to uniformly associate Lie algebras to the simply-laced Dynkin diagrams...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
AbstractFirst we briefly describe two previously published algorithms: one that constructs a Cartan ...
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the present project report, a sincere report has been made to construct and study the basic infor...
The author has previously shown that solvable Lie A-algebras and complemented solvable Lie algebras ...
A dissertação tem como tema as álgebras de Lie. Especificamente álgebras de Lie semi-simples e suas ...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
We consider nite-dimensional complex semi-simple Lie algebras g. Any such Lie algebra hasa Cartan s...
A Lie algebra is a vector space with a bilinear form [—,—], called the Lie bracket, that satisfies t...
For various series of complex semi-simple Lie algebras g(t) equipped with irreducible representation...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
AbstractThis paper shows how to uniformly associate Lie algebras to the simply-laced Dynkin diagrams...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
AbstractFirst we briefly describe two previously published algorithms: one that constructs a Cartan ...
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the paper, an analog of the Engel theorem for graded algebras admitting a Lie-type module is prov...
In the present project report, a sincere report has been made to construct and study the basic infor...
The author has previously shown that solvable Lie A-algebras and complemented solvable Lie algebras ...