论文标题
Kähler-Ricci流，全体形态矢量场和Fano束
The Kähler-Ricci flow, holomorphic vector fields and Fano bundles
论文作者
论文摘要
我们研究了Kähler-Ricci流对紧凑型歧管的行为，特别是当流动与特殊的除数或崩溃的圆锥形纤维束的Fano纤维崩溃时，特别是在发展有限的奇异点。我们提出了一种使用Holomorthic Vector场的技术，以证明与Song-Weinkove和Fu-Zhang的工作有关的估计。
We study the behavior of the Kähler-Ricci flow on compact manifolds developing finite-time singularities, in particular, when the flow contracts exceptional divisors or collapses the Fano fibers of a holomorphic fiber bundle. We present a technique using holomorphic vector fields to prove estimates related to the work of Song-Weinkove and Fu-Zhang.
