summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with filiform Lie algebras of a given dimension. As the main result, we describe a constructive way to find a small set of polynomials which define this variety. It allows to improve previous results related with the cardinal of this set. We have also computed explicitly these polynomials in the case of dimensions 11 and 12
This paper tries to develop a recent research which consists in us- ing Discrete Mathematics as a t...
This paper addresses the problem of computing the family of two-filiform Lie algebra laws of dimensi...
AbstractWe prove the existence of adequate homogeneous bases in the connected integer gradation with...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
This paper shows a new computational method to obtain filiform Lie algebras, which is based on the r...
In this paper we describe some families of filiform Lie algebras by giving a method which allows to ...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
AbstractWe give a complete classification up to isomorphisms of complex filiform Lie algebras of dim...
AbstractWe determine the solvable complete Lie algebras whose nilradical is isomorphic to a filiform...
Submission note: A thesis submitted in total fulfilment of the requirements for the degree of Doctor...
This paper tries to develop a recent research which consists in us- ing Discrete Mathematics as a t...
summary:It is already known that any filiform Lie algebra which possesses a codimension 2 solvable e...
This paper tries to develop a recent research which consists in us- ing Discrete Mathematics as a t...
This paper addresses the problem of computing the family of two-filiform Lie algebra laws of dimensi...
AbstractWe prove the existence of adequate homogeneous bases in the connected integer gradation with...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
This paper shows a new computational method to obtain filiform Lie algebras, which is based on the r...
In this paper we describe some families of filiform Lie algebras by giving a method which allows to ...
AbstractWe present a polynomial time algorithm which generates families of filiform Lie algebras of ...
AbstractWe give a complete classification up to isomorphisms of complex filiform Lie algebras of dim...
AbstractWe determine the solvable complete Lie algebras whose nilradical is isomorphic to a filiform...
Submission note: A thesis submitted in total fulfilment of the requirements for the degree of Doctor...
This paper tries to develop a recent research which consists in us- ing Discrete Mathematics as a t...
summary:It is already known that any filiform Lie algebra which possesses a codimension 2 solvable e...
This paper tries to develop a recent research which consists in us- ing Discrete Mathematics as a t...
This paper addresses the problem of computing the family of two-filiform Lie algebra laws of dimensi...
AbstractWe prove the existence of adequate homogeneous bases in the connected integer gradation with...