Degeneration of 7-dimensional minimal hypersurfaces with bounded index

Dr Nick Edelen (University of Notre Dame) will present his research in Analysis and Geometry.

A 7D minimal and locally-stable hypersurface will in general have a discrete singular set, provided it has no singularities modeled on a union of half-planes. We show in this talk that the geometry/topology/singular set of these surfaces has uniform control.

The talks are held using Zoom. Anyone interested in attending (outside the School of Mathematics) should email Ben Sharp at to request zoom coordinates.