论文标题
关于$ 1 $ -CONVEX歧管的变形的评论，具有特殊的曲线
A remark on deformations of $1$-convex manifolds with exceptional curves
论文作者
论文摘要
显示了一种$ 3 $维孤立的cohen--macaulay奇异性的平滑成分尺寸的公式。我们将此公式应用于$ 1 $ -CONVEX的三倍，并具有连接的特殊曲线，该曲线被吹到终端Gorenstein奇点。
A formula for the dimension of the smoothing component of a $3$-dimensional isolated Cohen--Macaulay singularity is shown. We apply this formula for a $1$-convex threefold with a connected exceptional curve which is blown down to a terminal Gorenstein singularity.
