论文标题
在$ \ mathbb p^3 $的初始化和ACM线束上
On initialized and ACM line bundles over a smooth sextic surface in $\mathbb P^3$
论文作者
论文摘要
令$ x \ subset \ mathbb p^3 $是高度$ 6 $的平滑性高度超过复数。在本文中，我们对$ x $的初始化和ACM捆绑额相对于$ x $的平滑超平面部分给出的线条捆绑包。
Let $X \subset \mathbb P^3$ be a smooth hypersurface of degree $6$ over complex numbers. In this paper, we give a characterization of initialized and ACM bundles of rank $1$ on $X$ with respect to the line bundle given by a smooth hyperplane section of $X$.
