# NCTS International Geometric Measure Theory Seminar

Focuses on the regularity and singularity theories for submanifolds of Riemannian manifolds and some of their applications

# -Schedule-

## Abstract: With respect to a $C^{\infty}$ metric which is close to the standard Euclidean metric on $\R^{N+1+\ell}$, where $N\ge 7$ and $\ell\ge 1$ are given, we construct a class of embedded $(N+\ell)$-dimensional hypersurfaces (without boundary) which are minimal and strictly stable, and which have singular set equal to an arbitrary preassigned closed subset $K\subset\{0\}\times\R^{\ell}$.

### Local Time:

San Francisco:
Tue., 17 Nov. 2020, 2 p.m.

New York:
Tue., 17 Nov. 2020, 5 p.m.

Zurich:
Tue., 17 Nov. 2020, 11 p.m.

Tokyo:
Wed., 18 Nov. 2020, 7 a.m.

Wed., 18 Nov. 2020, 8:30 a.m.