论文标题
i-Surfaces具有一个T线
I-surfaces with one T-singularity
论文作者
论文摘要
我们将普通稳定表面与$ k_x^2 = 1 $，$ p_g = 2 $和$ q = 0 $与独特的奇异点进行分类，这是一种非典型的t线性，因此在主要组成部分中显示了两个分隔，并且是稳定表面$ \ operline $ \ operline \ operline \ gothlline \ gothm_____________的新型不可舒服的组成部分。
We classify normal stable surfaces with $K_X^2 = 1$, $p_g = 2$ and $q=0$ with a unique singular point which is a non-canonical T-singularity, thus exhibiting two divisors in the main component and a new irreducible component of the moduli space of stable surfaces $\overline\gothM_{1,3}$.
