Add to ORKGWe consider canonical fibrations and algebraic geometric structures on homogeneous CR manifolds, in connection with the notion of CR algebra. We give applications to the classifications of left invariant CR structures on semisimple Lie groups and of CR-symmetric structures on complete flag varieties
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper we show some results on homogeneous CR manifolds, proved by introducing their associat...
We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic ...
. An explicit classification of the simply connected homogeneous spaces G=L of a compact Lie group ...
We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic ...
In this paper we take up the problem of discussing CR manifolds of arbitrary CR codimension. We clos...
Locally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence, by E. C...
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
In this paper we show some results on homogeneous CR manifolds, proved by introducing their associat...
We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic ...
. An explicit classification of the simply connected homogeneous spaces G=L of a compact Lie group ...
We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic ...
In this paper we take up the problem of discussing CR manifolds of arbitrary CR codimension. We clos...
Locally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence, by E. C...
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...
The classical notions of Riemannian and Hermitian symmetric spaces have recently been extended to CR...