We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–Malcev decompositions in associative algebras over the field of rational numbers. We propose deterministic polynomial time algorithms for both problems. The methods are based on the corresponding classical existence theorems. Computational experiences are discussed at the end of the paper
We show that a graded Lie algebra admits a Levi decomposition that is compatible with the grading
In this thesis we present several new algorithms for dealing with simple algebraic groups and their ...
We show how to compute the Levi decomposition of a Lie algebra in Maple using the command LeviDecomp...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
This paper describes progress made in context with the construction of a general library of Lie al...
This paper describes progress made in context with the construction of a general library of Lie alge...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
The purpose of this book is to serve as a tool for researchers and practitioners who apply Lie algeb...
AbstractMethods are given for identifying a Lie algebra L, given by its structure constants. The ide...
We show that a graded Lie algebra admits a Levi decomposition that is compatible with the grading
In this thesis we present several new algorithms for dealing with simple algebraic groups and their ...
We show how to compute the Levi decomposition of a Lie algebra in Maple using the command LeviDecomp...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
We consider the algorithmic problem of computing Levi decompositions in Lie algebras and Wedderburn–...
This paper describes progress made in context with the construction of a general library of Lie al...
This paper describes progress made in context with the construction of a general library of Lie alge...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
We consider the algorithmic problem of computing Cartan subalgebras in Lie algebras over finite fiel...
The purpose of this book is to serve as a tool for researchers and practitioners who apply Lie algeb...
AbstractMethods are given for identifying a Lie algebra L, given by its structure constants. The ide...
We show that a graded Lie algebra admits a Levi decomposition that is compatible with the grading
In this thesis we present several new algorithms for dealing with simple algebraic groups and their ...
We show how to compute the Levi decomposition of a Lie algebra in Maple using the command LeviDecomp...