论文标题
在固定尖曲线上不规则异构体的拓扑
Topology of irregular isomonodromy times on a fixed pointed curve
论文作者
论文摘要
我们将定义和研究（模量）在Riemann表面上的不规则类变形的空间，这在整个不规则等异构体系统的“时代”上提供了固有的观点。我们的目的是研究以这种变形空间的基本群体发生的G-Braid群体的更深入的概括，尤其着重于整个G-Braid群体的概括。
We will define and study (moduli) spaces of deformations of irregular classes on Riemann surfaces, which provide an intrinsic viewpoint on the `times' of irregular isomonodromy systems in general. Our aim is to study the deeper generalisation of the G-braid groups that occur as fundamental groups of such deformation spaces, with particular focus on the generalisation of the full G-braid groups.
