Carlos Ochoa Flores (University of Oxford) – Longtime existence of the Lagrangian mean curvature flow in the curvature concentration region of the Kummer K3 surface
- Date
- @ Roger Stevens Lecture Theatre 11, 15:00
- Location
- Roger Stevens Lecture Theatre 11
- Speaker
- Carlos Ochoa Flores
- Affiliation
- University of Oxford
- Category
- Geometry and Analysis
In this talk, I will describe a strategy to obtain longtime existence results for a special type of the Lagrangian mean curvature flows (LMCF) in the Kummer K3 surface. The argument relies on the fact that certain regions of the Kummer K3 surface are modelled on the Eguchi-Hanson space. This allows us to use a fixed point argument to deform known solutions in the Eguchi-Hanson space into new solutions in the Kummer K3 surface.