论文标题
复曲叶叶的最小模型计划
Toric Foliated Minimal Model Program
论文作者
论文摘要
利用Klyachko过滤理论来对感谢您的反射滑轮，我们就组合数据进行了描述感谢您的孢子叶子及其奇异性。我们将Spicer关于共同排名的曲折叶子的结果扩展到了$ \ Mathbb {q} $ - 阶乘曲折品种上的任何等级的结果，并证明存在感谢您的最小模型程序。
Using the theory of Klyachko filtrations for reflexive sheaves on toric varieties, we give a description of toric foliations and their singularities in terms of combinatorial data. We extend Spicer's results about co-rank one toric foliations to those of any ranks on $\mathbb{Q}$-factorial toric varieties and prove that the toric foliated Minimal Model Program exists.
