On complex analytic compactifications of complex parallelizable manifolds (Q1576580)

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scientific article; zbMATH DE number 1491672
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On complex analytic compactifications of complex parallelizable manifolds
scientific article; zbMATH DE number 1491672

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    On complex analytic compactifications of complex parallelizable manifolds (English)
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    9 December 2001
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    Let \(G\) be a connected complex Lie group and \(\Gamma\) a (non necessary cocompact) lattice of \(G\). The author proves that there does not exist any open \(G\)-equivariant holomorphic embedding of \(G/\Gamma\) into a larger complex \(G\)-space.
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    parallelizable complex manifold
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    lattice
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    equivariant embedding
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