[Seminar] "Degenerate nonlinear partial differential equations in curvature flows" by Prof. Ki-Ahm Lee

[Seminar] "Degenerate nonlinear partial differential equations in curvature flows" by Prof. Ki-Ahm Lee
Wednesday November 20th, 2024 03:00 PM to 04:00 PM
C700

Description

Geometric PDE and Applied Analysis Seminar (November 20, 2024)

Title: Degenerate nonlinear partial differential equations in curvature flows

Speaker: Prof. Ki-Ahm Lee (Seoul National University)

Abstract: In this talk, we are going to discuss Degenerate Nonlinear Partial Differential Equations in Curvature Flows with a noncompact graph as its initial hypersurface. The solution can be expressed as a graph with infinite height on the boundary of its support. We will discuss uniform estimates of the solution up to the infinite height, the evolution of the boundary of its support, and its geometric properties preserved under the flow.

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