We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic action of a real Lie group. These orbits are all symmetric CR spaces for the restriction of a suitable class of Hermitian invariant metrics on the ambient flag manifold. As a particular case we obtain that the standard compact homogeneous CR manifolds associated with semisimple Levi-Tanaka algebras are symmetric CR-spaces. (C) 2003 Elsevier Inc. All rights reserved
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...
We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic ...
AbstractWe study and classify a large class of minimal orbits in complex flag manifolds for the holo...
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...
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 we show some results on homogeneous CR manifolds, proved by introducing their associat...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
. An explicit classification of the simply connected homogeneous spaces G=L of a compact Lie group ...
Complementing the results of (Lotta and Nacinovich, Adv. Math. 191(1): 114-146, 2005), we show that ...
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...
We study and classify a large class of minimal orbits in complex flag manifolds for the holomorphic ...
AbstractWe study and classify a large class of minimal orbits in complex flag manifolds for the holo...
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...
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 we show some results on homogeneous CR manifolds, proved by introducing their associat...
In this paper, some questions about CR homogeneous structures are studied. In particular, conditions...
. An explicit classification of the simply connected homogeneous spaces G=L of a compact Lie group ...
Complementing the results of (Lotta and Nacinovich, Adv. Math. 191(1): 114-146, 2005), we show that ...
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...
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