We consider the problem of decomposing a semisimple Lie algebra defined over a field of characteristic zero as a direct sum of its simple ideals. The method is based on the decomposition of the action of a Cartan subalgebra. An implementation of the algorithm in the system ELIAS is discussed at the end of the paper
AbstractAlgorithms are described that help with obtaining a classification of the semisimple subalge...
AbstractMethods are given for identifying a Lie algebra L, given by its structure constants. The ide...
AbstractWe give a polynomial time algorithm that finds a split Cartan subalgebra of a finite Chevall...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra dened over a eld of characteristic z...
email wdgwintuenl We consider the problem of decomposing a semisimple Lie algebra dened over a eld o...
AbstractFirst we briefly describe two previously published algorithms: one that constructs a Cartan ...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
AbstractFirst we briefly describe two previously published algorithms: one that constructs a Cartan ...
AbstractIn this paper we investigate the structure of a non-semisimple Lie algebra of characteristic...
AbstractAlgorithms are described that help with obtaining a classification of the semisimple subalge...
AbstractMethods are given for identifying a Lie algebra L, given by its structure constants. The ide...
AbstractWe give a polynomial time algorithm that finds a split Cartan subalgebra of a finite Chevall...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra defined over a field of characterist...
We consider the problem of decomposing a semisimple Lie algebra dened over a eld of characteristic z...
email wdgwintuenl We consider the problem of decomposing a semisimple Lie algebra dened over a eld o...
AbstractFirst we briefly describe two previously published algorithms: one that constructs a Cartan ...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
First we briefly describe two previously published algorithms: one that constructs a Cartan subalgeb...
AbstractFirst we briefly describe two previously published algorithms: one that constructs a Cartan ...
AbstractIn this paper we investigate the structure of a non-semisimple Lie algebra of characteristic...
AbstractAlgorithms are described that help with obtaining a classification of the semisimple subalge...
AbstractMethods are given for identifying a Lie algebra L, given by its structure constants. The ide...
AbstractWe give a polynomial time algorithm that finds a split Cartan subalgebra of a finite Chevall...
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