论文标题
与正式刺穿光盘的连接的还原理论
Reduction theory for connections over the formal punctured disc
论文作者
论文摘要
我们对正式穿刺盘的连接的还原理论提供了纯粹的代数处理。我们的证明适用于特征性0代数封闭场上的任意连接的线性代数组。我们还指出并证明一些新的定量结果。
We give a purely algebraic treatment of reduction theory for connections over the formal punctured disc. Our proofs apply to arbitrary connected linear algebraic groups over an algebraically closed field of characteristic 0. We also state and prove some new quantitative results.
