In this paper we describe some families of filiform Lie algebras by giving a method which allows to obtain them in any arbitrary dimension n starting from the triple (p, q, m), where m = n and p and q are, respectively, invariants z1 and z2 of those algebras. After obtaining the general law of complex filiform Lie algebras corresponding to triples (p, q, m), some concrete examples of this method are shown
AbstractWe present the classification of one type of graded nilpotent Lie algebras. We start from th...
In this paper we use some objects of Graph Theory to classify low-dimensional filiform Lie algebras ...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
This paper shows a new computational method to obtain filiform Lie algebras, which is based on the r...
AbstractWe give a complete classification up to isomorphisms of complex filiform Lie algebras of dim...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
In this paper, we characterize those Complex Filiform Lie Algeoras of dimension 0 which are derived ...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
summary:It is already known that any filiform Lie algebra which possesses a codimension 2 solvable e...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
The purpose of this paper is to study some properties of Filiform Lie Algebras (FLA) and to prove th...
The purpose of this paper is to study some properties of Filiform Lie Algebras (FLA) and to prove th...
AbstractWe prove the existence of adequate homogeneous bases in the connected integer gradation with...
AbstractWe present the classification of one type of graded nilpotent Lie algebras. We start from th...
In this paper we use some objects of Graph Theory to classify low-dimensional filiform Lie algebras ...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
This paper shows a new computational method to obtain filiform Lie algebras, which is based on the r...
AbstractWe give a complete classification up to isomorphisms of complex filiform Lie algebras of dim...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
In this paper, we characterize those Complex Filiform Lie Algeoras of dimension 0 which are derived ...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
summary:It is already known that any filiform Lie algebra which possesses a codimension 2 solvable e...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
The purpose of this paper is to study some properties of Filiform Lie Algebras (FLA) and to prove th...
The purpose of this paper is to study some properties of Filiform Lie Algebras (FLA) and to prove th...
AbstractWe prove the existence of adequate homogeneous bases in the connected integer gradation with...
AbstractWe present the classification of one type of graded nilpotent Lie algebras. We start from th...
In this paper we use some objects of Graph Theory to classify low-dimensional filiform Lie algebras ...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...