Abstract We investigate the $ CR $ geometry of the orbits $ M $ of a real form $ G $ of a complex... more Abstract We investigate the $ CR $ geometry of the orbits $ M $ of a real form $ G $ of a complex simple group $ G^ C $ in a complex flag manifold $ M^ C= G^ C/Q $. We are mainly concerned with finite type, Levi non-degeneracy conditions, canonical $ G $-equivariant ...
Abstract We investigate the CR geometry of the orbits M of a real form G0 of a complex simple gro... more Abstract We investigate the CR geometry of the orbits M of a real form G0 of a complex simple group G in a complex flag manifold X= G/Q. We are mainly concerned with finite type, Levi non-degeneracy conditions, canonical G0-equivariant and Mostow fibrations, and ...
Abstract We investigate the $ CR $ geometry of the orbits $ M $ of a real form $ G $ of a complex... more Abstract We investigate the $ CR $ geometry of the orbits $ M $ of a real form $ G $ of a complex simple group $ G^ C $ in a complex flag manifold $ M^ C= G^ C/Q $. We are mainly concerned with finite type, Levi non-degeneracy conditions, canonical $ G $-equivariant ...
Abstract We investigate the CR geometry of the orbits M of a real form G0 of a complex simple gro... more Abstract We investigate the CR geometry of the orbits M of a real form G0 of a complex simple group G in a complex flag manifold X= G/Q. We are mainly concerned with finite type, Levi non-degeneracy conditions, canonical G0-equivariant and Mostow fibrations, and ...
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