Mean Curvature Flow of Level Sets 7
This is an informal reading seminar where we cover various topics in geometric analysis. Talks should be accessible to honours and postgraduate students who have studied Differential Geometry and some Riemannian Geometry.
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Description
Abstract: These lectures will give an introduction to the level set flow developed by Chen, Giga, and Goto, and by Evans and Spruck. The level set flow is a degenerate parabolic equation which asserts each level set evolves in time according to its mean curvature. The viscosity solution to the level set flow provides a weak solution of the mean curvature flow which extends the classical one.
Notes from last week's lecture can be found here: sites.google.com/view/vmangalath/gars.
Location
MSI Board Room HN2.48
Hanna Neumann Building 145 Science Road
Acton ACT 2601