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Lie algebras obtained as extensions by derivations of the nilpotent algebra L5,3

Ancochea Bermúdez , José María and Campoamor Stursberg, Otto Ruttwig and García Vergnolle, Lucía (2012) Lie algebras obtained as extensions by derivations of the nilpotent algebra L5,3. In Contribuciones matemáticas en honor a Juan Tarrés. UCM, Madrid, pp. 1-15. ISBN 978-84-695-4421-1

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Abstract

For the only quasi-filiform Lie algebra L5,3 admitting a Levi factor in its Lie algebra of derivations, the extensions by derivations are classified over C and R. Moreover, the invariants of these extensions are computed.

Item Type:Book Section
Uncontrolled Keywords:Derivation algebra; Semi-direct product; Solvable Lie algebra
Subjects:Sciences > Mathematics > Geometry
Sciences > Mathematics > Topology
ID Code:17337
Deposited On:05 Dec 2012 11:21
Last Modified:10 Apr 2013 14:12

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