We describe the structure of the cohomology of the filiform Lie algebras Ln and Qn as a module over their (2-dimensional) torus of derivations. Our approach relies on the fact that both filiform algebras have an ideal h of codimension 1 for which the structure of its cohomology under the action of the Levi factor of the algebra of derivations of h is known.Fil: Cagliero, Leandro Roberto. Consejo Nacional de Investigaciones Científicas y Técnicas. Centro Científico Tecnológico Conicet - Córdoba. Centro de Investigación y Estudios de Matemática. Universidad Nacional de Córdoba. Centro de Investigación y Estudios de Matemática; Argentina. Universidad Nacional de Córdoba. Facultad de Matemática, Astronomía y Física; ArgentinaFil: Tirao, Paulo A...
The generic structure and some peculiarities of real rank one solvable Lie algebras possessing a max...
AbstractDenote m2 the infinite-dimensional N-graded Lie algebra defined by the basis ei for i⩾1 and ...
AbstractIt was shown by A. Fialowski that an arbitrary infinite-dimensional N-graded “filiform type”...
We describe the structure of the cohomology of the filiform Lie algebras and as a module over their ...
Submission note: A thesis submitted in total fulfilment of the requirements for the degree of Doctor...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
25 pagesInternational audienceDenote m_0 the infinite dimensional N-graded Lie algebra defined by ba...
AbstractDenote m0 the infinite-dimensional N-graded Lie algebra defined by basis ei, i⩾1, and relati...
AbstractWe determine the solvable complete Lie algebras whose nilradical is isomorphic to a filiform...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
It is proved that for any quasi-filiform of non-zero rank the solvable Lie algebra obtained by adjoi...
The generic structure and some peculiarities of real rank one solvable Lie algebras possessing a max...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
17 pagesInternational audienceLet m_2 denote the infinite dimensional N-graded Lie algebra defined b...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
The generic structure and some peculiarities of real rank one solvable Lie algebras possessing a max...
AbstractDenote m2 the infinite-dimensional N-graded Lie algebra defined by the basis ei for i⩾1 and ...
AbstractIt was shown by A. Fialowski that an arbitrary infinite-dimensional N-graded “filiform type”...
We describe the structure of the cohomology of the filiform Lie algebras and as a module over their ...
Submission note: A thesis submitted in total fulfilment of the requirements for the degree of Doctor...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
25 pagesInternational audienceDenote m_0 the infinite dimensional N-graded Lie algebra defined by ba...
AbstractDenote m0 the infinite-dimensional N-graded Lie algebra defined by basis ei, i⩾1, and relati...
AbstractWe determine the solvable complete Lie algebras whose nilradical is isomorphic to a filiform...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
It is proved that for any quasi-filiform of non-zero rank the solvable Lie algebra obtained by adjoi...
The generic structure and some peculiarities of real rank one solvable Lie algebras possessing a max...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
17 pagesInternational audienceLet m_2 denote the infinite dimensional N-graded Lie algebra defined b...
summary:In this paper we use cohomology of Lie algebras to study the variety of laws associated with...
The generic structure and some peculiarities of real rank one solvable Lie algebras possessing a max...
AbstractDenote m2 the infinite-dimensional N-graded Lie algebra defined by the basis ei for i⩾1 and ...
AbstractIt was shown by A. Fialowski that an arbitrary infinite-dimensional N-graded “filiform type”...