论文标题
关于曲奇莫里纤维空间的比特关系的评论
Remarks on bitrational relations of toric Mori fiber spaces
论文作者
论文摘要
我们可以在任何$ \ mathbb {q} $ - 阶段投影式复曲面上运行任何除数的MMP。我们表明，有限的许多基本变换连接了上述MMP的输出的两个Mori光纤空间。
We can run the MMP for any divisor on any $\mathbb{Q}$-factorial projective toric variety. We show that two Mori fiber spaces, which are outputs of the above MMP, are connected by finitely many elementary transforms.
