In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebras are extended to the case of Leibniz algebras. Namely, the relation between Cartan subalgebras and regular elements are described, also an analogue of Cartan¿s criterion of solvability is proved
AbstractThe task of actually constructing a Cartan subalgebra H of a finite dimensional Lie algebra ...
AbstractCertain algorithms concerned with Cartan subalgebras and maximal soluble subalgebras in fini...
We obtain a description of the Cartan subalgebras of Lie algebras arising from associative algebras...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
A real polynomial P of degree n in one real variable is hyperbolic if its roots are all real. A rea...
AbstractIn the present work the properties of Cartan subalgebras and their connection with regular e...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
AbstractThe task of actually constructing a Cartan subalgebra H of a finite dimensional Lie algebra ...
AbstractIn the present work the properties of Cartan subalgebras and their connection with regular e...
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...
AbstractThe task of actually constructing a Cartan subalgebra H of a finite dimensional Lie algebra ...
AbstractCertain algorithms concerned with Cartan subalgebras and maximal soluble subalgebras in fini...
We obtain a description of the Cartan subalgebras of Lie algebras arising from associative algebras...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
A real polynomial P of degree n in one real variable is hyperbolic if its roots are all real. A rea...
AbstractIn the present work the properties of Cartan subalgebras and their connection with regular e...
In this work the properties of Cartan subalgebras and weight spaces of finite dimensional Lie algebr...
AbstractThe task of actually constructing a Cartan subalgebra H of a finite dimensional Lie algebra ...
AbstractIn the present work the properties of Cartan subalgebras and their connection with regular e...
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...
AbstractThe task of actually constructing a Cartan subalgebra H of a finite dimensional Lie algebra ...
AbstractCertain algorithms concerned with Cartan subalgebras and maximal soluble subalgebras in fini...
We obtain a description of the Cartan subalgebras of Lie algebras arising from associative algebras...