Add to ORKGA transitive Lie algebra g of rational vector fields on a projective manifold which do not preserve any foliation determines a rational map to an algebraic homogenous space G/H which maps g to lie(G)
Let g be a Lie algebra over an algebraically closed field of characteristic p>0 and let U be the ...
Let X be an affine algebraic variety with a transitive action of the algebraic automorphism group. S...
We construct Lie algebras of vector fields on universal bundles of symmetric squares of hyperellipti...
International audienceA transitive Lie algebra g of rational vector fields on a projective manifold ...
The main result is a Pursell-Shanks type theorem describing isomorphism of the Lie algebras of vecto...
An algebra A is homogeneous if the automorphism group of A acts transitively on the one-dimensional ...
In this article we study the isotropy stratification of a linear representation $V$ of a compact Lie...
AbstractIt is well known that a Severi–Brauer surface has a rational point if and only if it is isom...
62 pages.In this note, one discusses about some varieties which are constructed analogously to the i...
The main result is a Pursell-Shanks type theorem describing iso-morphism of the Lie algebras of vect...
In this paper, a useful classification of all Lie subalgebras of a given Lie algebraup to an inner a...
This book deals with central simple Lie algebras over arbitrary fields of characteristic zero. It ai...
summary:The discourse begins with a definition of a Lie algebroid which is a vector bundle $p : A \t...
AbstractLet V be a closed oriented connected manifold of dimension n + q and let G be a closed conne...
AbstractFrölicher spaces form a cartesian closed category which contains the category of smooth mani...
Let g be a Lie algebra over an algebraically closed field of characteristic p>0 and let U be the ...
Let X be an affine algebraic variety with a transitive action of the algebraic automorphism group. S...
We construct Lie algebras of vector fields on universal bundles of symmetric squares of hyperellipti...
International audienceA transitive Lie algebra g of rational vector fields on a projective manifold ...
The main result is a Pursell-Shanks type theorem describing isomorphism of the Lie algebras of vecto...
An algebra A is homogeneous if the automorphism group of A acts transitively on the one-dimensional ...
In this article we study the isotropy stratification of a linear representation $V$ of a compact Lie...
AbstractIt is well known that a Severi–Brauer surface has a rational point if and only if it is isom...
62 pages.In this note, one discusses about some varieties which are constructed analogously to the i...
The main result is a Pursell-Shanks type theorem describing iso-morphism of the Lie algebras of vect...
In this paper, a useful classification of all Lie subalgebras of a given Lie algebraup to an inner a...
This book deals with central simple Lie algebras over arbitrary fields of characteristic zero. It ai...
summary:The discourse begins with a definition of a Lie algebroid which is a vector bundle $p : A \t...
AbstractLet V be a closed oriented connected manifold of dimension n + q and let G be a closed conne...
AbstractFrölicher spaces form a cartesian closed category which contains the category of smooth mani...
Let g be a Lie algebra over an algebraically closed field of characteristic p>0 and let U be the ...
Let X be an affine algebraic variety with a transitive action of the algebraic automorphism group. S...
We construct Lie algebras of vector fields on universal bundles of symmetric squares of hyperellipti...