论文标题
紧凑的复合歧管，其分析子集的补充是Kahler
Compact complex manifolds whose complement of an analytic subset is Kahler
论文作者
论文摘要
在本文中，我们考虑了一类平衡的流形，并提供了Silva提出的问题的证明，即紧凑的复杂歧管是在分析子集之外的Kahler。接下来，作为该定理的一种特殊情况，我们证明了Kahler Submanifold外的Kahler的紧凑型复合歧管是C类。最后，我们证明，沿Hironaka的hironaka的例子爆炸是Kahler的，我们确定Hironaka的例子就是该定理的例子。
In this paper, we consider a class of balanced manifolds and provide a proof of a problem proposed by Silva-that compact complex manifolds that are Kahler outside an analytic subset are balanced. Next, as a special case of this theorem, we prove that compact complex manifolds which are Kahler outside a Kahler submanifold are class C. Finally, we prove that a blow up along a submanifold of Hironaka's examples are Kahler, and we establish that Hironaka's examples are examples of this theorem.
