We describe the structure of the cohomology of the filiform Lie algebras and as a module over their (2-dimensional) torus of derivations. Our approach relies on the fact that both filiform algebras have an ideal of codimension 1 for which the structure of its cohomology under the action of the Levi factor of the algebra of derivations of is known.publishedVersion2099-01Fil: Cagliero, Leandro Roberto. Universidad Nacional de Córdoba. Facultad de Matemática, Astronomía y Física; Argentina.Fil: Cagliero, Leandro Roberto. Consejo Nacional de Investigaciones Científicas y Técnicas. Centro de Investigación y Estudios de Matemática; Argentina.Fil: Cagliero, Leandro Roberto. Universidad Nacional de Córdoba. Centro de Investigación y Estudios de Mat...
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...
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 Ln and Qn as a module over ...
Submission note: A thesis submitted in total fulfilment of the requirements for the degree of Doctor...
25 pagesInternational audienceDenote m_0 the infinite dimensional N-graded Lie algebra defined by ba...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
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...
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...
AbstractDenote m2 the infinite-dimensional N-graded Lie algebra defined by the basis ei for i⩾1 and ...
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...
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...
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 Ln and Qn as a module over ...
Submission note: A thesis submitted in total fulfilment of the requirements for the degree of Doctor...
25 pagesInternational audienceDenote m_0 the infinite dimensional N-graded Lie algebra defined by ba...
In this paper we use cohomology of Lie algebras to study the variety of laws associated with filifo...
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...
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...
AbstractDenote m2 the infinite-dimensional N-graded Lie algebra defined by the basis ei for i⩾1 and ...
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...
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...
AbstractIt was shown by A. Fialowski that an arbitrary infinite-dimensional N-graded “filiform type”...