Dear colleagues

This is a last minute advertisement/reminder for the hybrid "Mean Curvature Flow and Related Topics" masterclass/workshop this coming week at GeoTop, U Copenhagen.

- Web: https://www.math.ku.dk/english/calendar/events/mean-curvature-flow
- Deadline (online attendance): Monday, 7 March 2022 at 09:00 CET.

Mini-Course Speakers:
* Or Hershkovits (Hebrew U): Mean curvature flows asymptotic to cylinders.
* Francisco Martín (U Granada): Some Morse theory for minimal surfaces in 3-manifolds.

Contributed Talks (in Copenhagen):
* Ilyas Khan (Oxford): The structure of mean curvature flow translators with finite total curvature.
* Eric Ling (Rutgers): Remarks on the cosmological constant appearing as an initial condition for Milne-like spacetimes.
* Steen Markvorsen (DTU): Conductive Riemannian Manifolds.
* Alexander Mramor (Johns Hopkins U): Some new applications of the MCF to self shrinkers.
* Ali Muhammad (U Copenhagen): Entropy Bounds for Embedded Self-shrinkers with Rotational Symmetry.

Contributed talks (remote/virtual):
* Otis Chodosh (Stanford): Mean curvature flow of generic initial data and applications.
* Jason Lotay (Oxford): Translators in Lagrangian mean curvature flow.
* Michele Rimoldi (Politecnico di Torino): Quantitative index bounds for weighted minimal hypersurfaces via topology.
* Jingxuan Zhang (U Copenhagen/U Toronto): Asymptotic stability of cylindrical singularities.

Please forward this to anyone potentially interested in attending (virtually).

Best wishes from the organizers,
John Man Shun Ma & Niels Martin Møller

-------------------
Niels Martin Moller
Associate Professor of Mathematics
GeoTop - Copenhagen Center for Geometry & Topology
MATH, University of Copenhagen
Web: http://web.math.ku.dk/~nmoller

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