论文标题
在当地的保质上，kähler三倍，具有代数维度。
On locally conformally Kähler threefolds with algebraic dimension two
论文作者
论文摘要
本文是理解非kähler三倍的尝试的一部分。首先，我们要查看与代数尺寸二的紧凑型复杂的非kähller三倍，并在当地纳入Kähler指标。在某些假设下，我们证明它们是在投影表面上吹出的准捆扎。
The paper is part of an attempt of understanding non-Kähler threefolds. We start by looking at compact complex non-Kähler threefolds with algebraic dimension two and admitting locally conformally Kähler metrics. Under certain assumptions, we prove that they are blown-up quasi-bundles over a projective surface.
