In this paper, we study how two important ideals of a given Lie algebra g (namely, the center Z(g) and the derived Lie algebra D(g)) can be translated into the language of Graph Theory. In this way, we obtain some criteria and characterizations of these ideals using Graph Theory.Ministerio de Ciencia e InnovaciónFondo Europeo de Desarrollo Regiona
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
AbstractKaplansky introduced several classes of central simple Lie algebras in characteristic 2. We ...
AbstractWe deal with the support of graph Lie algebras and we characterize the set of independence a...
This paper deals with several operations on graphs and combinatorial structures linking them with th...
AbstractIn this paper, we study the structure and properties of those n-dimensional Lie algebras ass...
AbstractGiven a Lie algebra of finite dimension, with a selected basis of it, we show in this paper ...
AbstractIn this paper, we study the structure and properties of those n-dimensional Lie algebras ass...
In this paper, we characterize digraphs of 3 vertices associated with Lie algebras according to isom...
A Lie algebra is a vector space with a bilinear form [—,—], called the Lie bracket, that satisfies t...
These notes contain all the explanations and references corresponding to the course I delivered duri...
AbstractThis paper shows how to uniformly associate Lie algebras to the simply-laced Dynkin diagrams...
We study the relation between algebraic structures and Graph Theory. We have de ned ve di erent we...
The main goal of this paper is to show an application of Graph Theory to classifying Lie algebras o...
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
AbstractKaplansky introduced several classes of central simple Lie algebras in characteristic 2. We ...
AbstractWe deal with the support of graph Lie algebras and we characterize the set of independence a...
This paper deals with several operations on graphs and combinatorial structures linking them with th...
AbstractIn this paper, we study the structure and properties of those n-dimensional Lie algebras ass...
AbstractGiven a Lie algebra of finite dimension, with a selected basis of it, we show in this paper ...
AbstractIn this paper, we study the structure and properties of those n-dimensional Lie algebras ass...
In this paper, we characterize digraphs of 3 vertices associated with Lie algebras according to isom...
A Lie algebra is a vector space with a bilinear form [—,—], called the Lie bracket, that satisfies t...
These notes contain all the explanations and references corresponding to the course I delivered duri...
AbstractThis paper shows how to uniformly associate Lie algebras to the simply-laced Dynkin diagrams...
We study the relation between algebraic structures and Graph Theory. We have de ned ve di erent we...
The main goal of this paper is to show an application of Graph Theory to classifying Lie algebras o...
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
summary:The main goal of this paper is to show an application of Graph Theory to classifying Lie alg...
AbstractKaplansky introduced several classes of central simple Lie algebras in characteristic 2. We ...
AbstractWe deal with the support of graph Lie algebras and we characterize the set of independence a...