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Currently displaying 1 – 3 of 3

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Ein Hebbarkeitssatz für Automorphismengruppen kompakter komplexer Mannigfaltigkeiten.

Mathematische Annalen

Über die Albanese-Abbildung einer fasthomogenen Kähler-Mannigfaltigkeit.

W. Barth; E. Oeljeklaus — 1974

Mathematische Annalen

On holomorphically separable complex solv-manifolds

Alan T. Huckleberry; E. Oeljeklaus — 1986

Annales de l'institut Fourier

Let $G$ be a solvable complex Lie group and $H$ a closed complex subgroup of $G$ . If the global holomorphic functions of the complex manifold $X : G / H$ locally separate points on $X$ , then $X$ is a Stein manifold. Moreover there is a subgroup $\hat{H}$ of finite index in $H$ with $π_{1} (G / \hat{H})$ nilpotent. In special situations (e.g. if $H$ is discrete) $H$ normalizes $\hat{H}$ and $H / \hat{H}$ is abelian.

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