论文标题
在渐近logo fano品种的富裕角度上
On the body of ample angles of asymptotically log Fano varieties
论文作者
论文摘要
在第二个维度中，我们将渐近记录FANO对的分类问题减少到确定某些爆破的一般条件的问题。在任何维度上，我们都证明了渐近对数的Fano对的富含角度的身体的合理性，即这些凸形始终是理性的多面体。
In dimension two, we reduce the classification problem for asymptotically log Fano pairs to the problem of determining generality conditions on certain blow-ups. In any dimension, we prove the rationality of the body of ample angles of an asymptotically log Fano pair, i.e., these convex bodies are always rational polytopes.
