G2T2 SeminarOrganizer:G2T2 GroupSpeaker:Kento Sakai (Tokyo University)Time:Friday, 10:00-11:30 amDec 19, 2025Venue:Ningzhai (宁斋) 203Title:Degeneration of hyperbolic surfaces from the viewpoint of harmonic mapsAbstract:The Teichmüller space is the space of isotopy classes of hyperbolic structures on a topological surface. Wolf parametrized the Teichmüller space by the space of holomorphic...
AbstractWe show a Liouville type result for harmonic maps from a manifold with nonnegative Ricci curvature into positively curved target under the condition that the maps have some growth condition. Our result can be interpreted as an improved version of Choi's classical work. Moreover, Schoen-Uhlenbeck's example shows that our growth condition is almost sharp. The proof relies on Ecker-Huisken...