论文标题
仿射同源性的压实$ 3 $ cells to the fovidive $ 3 $空间带有微不足道的原木分隔
Compactifications of affine homology $3$-cells into blow-ups of the projective $3$-space with trivial log canonical divisors
论文作者
论文摘要
在本文中，我们将仿射同源性的所有紧凑型分类为$ 3 $ cells沿平滑曲线的投射$ 3 $空间的爆炸，以使原木规范除数线性琐碎。结果，我们证明，除一个示例外，每个嵌入式仿射$ 3 $ fold与Aggine $ 3 $ - 空间都是同构。
In this paper we classify all the compactifications of affine homology $3$-cells into the blow-ups of the projective $3$-space along smooth curves such that the log canonical divisors are linearly trivial. As a result, we prove that each embedded affine $3$-fold is isomorphic to the affine $3$-space except one example.
