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UID:e87c2b5b07c71f3b0a90fa03ed3d3e95
CATEGORIES:Geometric Analysis Seminar
CREATED:20250925T121644
SUMMARY:On Backwards uniqueness for singular mean curvature flows
LOCATION:Hill Center 705
DESCRIPTION:<p>Mean curvature flow, the gradient flow of the area functional, is the mo
 st natural geometric heat flow for embedded hypersurfaces. Being non linear
 , the flow develops singularities, at which it stops being smooth. One fund
 amental, often delicate, question for such non linear flows is that of back
 wards uniqueness. In this talk&nbsp;I will discuss recent backwards uniquen
 ess results, obtained jointly with Josh Daniels-Holgate, which can address 
 some singularities. I will also compare these results to (commonly more rob
 ust) forward uniqueness results, and also to the situation in &nbsp;other e
 quations. &nbsp;&nbsp;</p>
CONTACT:Or Herschkovits
DTSTAMP:20260826T074010
DTSTART;TZID=America/New_York:20250930T145000
DTEND;TZID=America/New_York:20250930T155000
SEQUENCE:0
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