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Geometric Analysis Seminar

Asymptotic Behavior and Stability of Mean Curvature Flow with a Conical End

Siao-Hao Guo, Indiana University

Location:  Hill 705
Date & time: Tuesday, 29 October 2019 at 2:50PM - 3:50PM

 Abstract: If the initial hypersurface of an immortal mean curvature flow is asymptotic to a regular cone whose entropy is small, the flow will become asymptotically self-expanding. Moreover, the expander that gives rise to the limiting flow is asymptotically stable as an equilibrium solution of the normalized mean curvature flow.

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