Title: Minimal hypersurfaces with cylindrical tangent cones
Speaker: Gabor Szekelyhidi
Speaker Info: University of Notre Dame
Brief Description:
Special Note: https://northwestern.zoom.us/s/93088009921
Abstract:
I will discuss recent results on minimal hypersurfaces with cylindrical tangent cones of the form C x R, where C is a minimal cone such as the Simons cone over S^3 x S^3. I will talk about a uniqueness result for such tangent cones in a certain non-integrable situation, as well as a precise description of such minimal hypersurfaces near the singular set under a symmetry assumption.Date: Thursday, January 13, 2022