论文标题
堕落的方法对斯柯达的分区定理
A degeneration approach to Skoda's Division Theorem
论文作者
论文摘要
我们通过退化论证证明了斯柯达型分区定理。证明的灵感来自B. Berndtsson和L. Lempert对$ L^2 $扩展定理的方法，并基于直接图像捆绑包的积极性。然后，使用相同的工具来稍微简化，并扩展Berndtsson和Lempert给出的$ L^2 $扩展定理的证明。
We prove a Skoda-type division theorem via a degeneration argument. The proof is inspired by B. Berndtsson and L. Lempert's approach to the $L^2$ extension theorem and is based on positivity of direct image bundles. The same tools are then used to slightly simplify and extend the proof of the $L^2$ extension theorem given by Berndtsson and Lempert.
