论文标题
SNC理想带状杆的更高直接图像
Higher direct images of snc ideal sheaves
论文作者
论文摘要
我们证明了在任意特征的（受限类别的）对成对的（限制类别的）对成对的异性形态下的理想滑轮的共同体学组的不变性结果，假设对正常的Cohen-Macaulayfications存在猜想。作为一种应用，我们在理性对理论中扩展了一些基本结果，这些结果以前仅在特征0中知道。
We prove invariance results for the cohomology groups of ideal sheaves of simple normal crossing divisors under (a restricted class of) birational morphisms of pairs in arbitrary characteristic, assuming a conjecture regarding the existence of normal Cohen-Macaulayfications. As an application, we extend some foundational results in the theory of rational pairs that were previously known only in characteristic 0.
