Program

The morning sessions are dedicated to two mini-courses by Angela Pistoia (Università di Roma "La Sapienza") and Jean Dolbeault (CEREMADE Université Paris-Dauphine), and some seminars by some of the participants.

The final schedule is available here.

Courses:

• Jean Dolbeault: Fast diffusion, mean field drifts and reverse HLS inequalities
• Angela Pistoia: How to build solutions to some classes of PDE's via a Ljapunov-Schmidt procedure

Seminars:

• Luca Battaglia: Non-uniqueness of blowing-up solutions to the Gelfand problem
• Francesca Colasuonno: Radial solutions for supercritical Neumann problems
• Gabriele Cora: Sign-changing solutions to fractional nonlinear problems on bounded domains
• Juraj Földes: Singular radial solutions for super-critical Keller-Segel equation
• Alessandro Iacopetti: Spacelike hypersurfaces of prescribed mean curvature in the Lorentz-Minkowski space: existence, regularity and open problems
• Gabriele Mancini: Bubbling phenomena for a class of perturbed Moser-Trudinger critical equations in dimension two
• Dario Mazzoleni: Asymptotic spherical shapes in spectral optimization problems
• Gabrielle Nornberg: Some results on fully nonlinear equations with superlinear gradient growth
• Nikita Simonov: Quantitative a priori estimates for fast diffusion equations with Caffarelli-Kohn-Nirenberg weights. Harnack inequalities and Hölder continuity
• Nicola Soave: Normalized ground states for the NLS equations with combined nonlinearities
• Giusi Vaira: Maximal solution of the Liouville equation in doubly connected domains
• Caterina Vâlcu: Mapping solutions to the constraint equations
• Alessandro Zilio: Predator-prey model with competition, the emergence of territoriality
• Davide Zucco: Optimal partitioning of an interval