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Finite-Dimensional Lie Algebras

A finite-dimensional Lie algebra L over a field K is presented in terms of a basis for a K-vector space V together with a set of structure constants defining the multiplication of these basis elements.

The major structural machinery for Lie algebras has been implemented for Magma by Willem de Graaf and is based on his ELIAS package originally written in GAP.




 
next up previous
Next: Lie Algebras: Construction and Up: Algebras Previous: Matrix Algebras