Abstract
Compact complex homogeneous manifolds have been studied in great detail by Borel, Goto, Remmert and Wang (cf., (13)): it was shown that every compact, connected complex homogeneous manifold M is a holomorphic fiber bundle over a projective algebraic homogeneous manifold B with a connected, complex parallelizable fiber F.
Publisher
Canadian Mathematical Society
Cited by
1 articles.
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1. Topology of Some Kähler Manifolds II;Canadian Mathematical Bulletin;1969-08