论文标题
某些Kloosterman和高几何滑轮的单型组
Monodromy groups of certain Kloosterman and hypergeometric sheaves
论文作者
论文摘要
在[GT2]中引入了还原代数组的某个“条件”，其中显示出稍强的条件（S+）具有很大的后果。我们表明，一类宽类的Kloosterman和超几何滑轮满足（S+）。对于这类滑轮，我们确定了它们的单肌组的可能结构。
A certain "condition (S)" on reductive algebraic groups was introduced in [GT2], in which a slightly stronger condition (S+) was shown to have very strong consequences. We show that a wide class of Kloosterman and hypergeometric sheaves satisfy (S+). For this class of sheaves, we determine possible structure of their monodromy groups.
