论文标题
曲线上的拓扑类型
Topological types of actions on curves
论文作者
论文摘要
我们描述了一种算法，该算法在紧凑的Riemann Surface $ c $ c $ c $ genus属上构建了所有拓扑类型的全态动作列表，至少$ g \ geq 2 $与$ c/g \ cong \ cong \ cong \ mathbb {p}^1 $。
We describe an algorithm that constructs a list of all topological types of holomorphic actions of a finite group on a compact Riemann surface $C$ of genus at least $g \geq 2$ with $C/G \cong \mathbb{P}^1$.
