Volume preserving mean curvature flows in hyperbolic space

Geometric Analysis and Application
Event time: 
Friday, October 29, 2021 - 2:00pm
Zeno Huang
Speaker affiliation: 
City University of New York
Event description: 


The VPMCF is a normalized mean curvature flow with a global forcing term. For a compact hypersurface, it flows while keeping the enclosed volume unchanged. Unlike the MCF, the singularity for such a “global” flow is not well-understood, yet it has potentially many applications in many geometry problems. Based on joint work with Lin (Santa Cruz) and Zhang (Sydney), we consider this VPMCF in hyperbolic space, and prove a dynamical stability theorem near spheres.

Special note: 
Email organizers jiewon.park@yale.edu or lu.wang@yale.edu for Zoom info