Time：9:00-12:00, Wednesday, March 19 2025
Tencent Meeting：409 9581 4561
Password: 583483
Host：Jintian Zhu, ITS
Speaker：Gang Li, Shandong University
Title：A normalized Ricci flow on compact 2-D surfaces with boundary towards the complete hyperbolic metric in the interior
Abstract：We consider the initial-boundary value problem of the normalized Ricci flow on a given compact 2-D surfaces with boundary, with prescribed geodesic curvature on the boundary. We establish a large class of initial-boundary data, so that the flow exists for all , and converges locally uniformly to the complete hyperbolic metric in the interior of the surface.
