This workshop will gather young and active researchers in Geometric Analysis. It aims at giving an overview of the present research on various aspects of this beautiful subject, with some special attention to the mathematical background and to the motivations. Early stage researchers are particularly encouraged to take part in this two-day, as there will also be various moments for questions and discussions.

The workshop will take place in hybrid mode, with a maximum of 50 persons in presence. Upon reaching this maximum limit, registration will close automatically (at [http://crm.sns.it/event/492/registration.html]). In the event of impediments due to new covid-19 pandemic measures, the workshop will run completely from remote on the same dates.

Online participation requires registration as well. If you plan on attending online, send an email to the address: crm@sns.it

Schedule:
13.10.21

14.30-16.00 - Giada Franz (ETH Zurich) - Equivariant min-max theory to construct free boundary minimal surfaces in the unit ball

16.30-18.00 - Federico Glaudo (ETH Zurich) - From a higher order isoperimetric inequality for non-convex domains to an exotic functional inequality

18.30-20.00 - Gianmichele Di Matteo (Karlsruhe) - CMC and isoperimetric small double bubbles in compact manifolds

14.10.2021

8:45-10.15 - Stefano Borghini (Milano Bicocca) - On the characterization of the static spacetimes

10.30-12.00 - Giulio Colombo (Università degli Studi di Milano) - Gradient bounds for the minimal graph equation on Riemannian manifolds

12.00-13.30 - Fritz Hiesmayr (Centro di Ricerca Matematica Ennio De Giorgi, Scuola Normale Superiore) - The Allen-Cahn equation and minimal surfaces
http://cvgmt.sns.it/event/660/