论文标题
在最小的非平凡单曲组的三倍上
On threefolds with the smallest nontrivial monodromy group
论文作者
论文摘要
使用A.J. Sommese引起的辅助理论结果以及SGA7的命题，我们获得了平滑三倍的完整列表，该列表的单型组对其光滑超平面部分的$ H^2 $为$ \ MATHBB Z/2 \ MATHBB Z $。 F.L.Zak在1991年宣布了这种分类的可能性。
Using an adjunction-theoretic result due to A.J.Sommese together with a proposition from SGA7, we obtain a complete list of smooth threefolds for which the monodromy group acting on $H^2$ of its smooth hyperplane section is $\mathbb Z/2\mathbb Z$. The possibility of such a classification was announced by F.L.Zak in 1991.
