Monday  16 jun 2014 
09:00 
 Registration 
09:45 
 Opening 
10:00 
J. Taylor 
Almgren’s unfinished manuscript “Isoperimetric inequalities for anisotropic surface energie” 
11:00 
 Coffee Break 
11:30 
J. Lamboley 
Wentzell eigenvalues, FaberKrahn inequality and stability 
12:30 
 Lunch 
14:05 
G. Franzina 
The isoperimetric problem with densities 
15:05 
M. Colombo 
Equality cases and rigidity in symmetrization inequalities 
16:00 
 Coffee Break 
16:30 
M. Goldman 
On isoperimetric problems with density arising from the study of BoseEinstein condensates 
Tuesday  17 jun 2014 
09:30 
N. Fusco 
Stability and minimality for a nonlocal variational problem 
10:30 
 Coffee Break 
11:00 
M. J. Miranda 
Two characterizations of BV functions via semigroups in Euclidean and non–Euclidean spaces 
12:00 
 Lunch 
14:00 
B. Ruffini 
Isoperimetric problems with nonlocal penalization terms 
15:00 
G. Chambers 
The LogConvex Density Conjecture 
16:00 
 Coffee Break 
16:30 
E. Cinti 
A quantitative weighted isoperimetric inequality via the ABP method 
Wednesday  18 jun 2014 
09:30 
F. Barthe 
Isoperimetry, uniform enlargement and influences 
10:30 
 Coffee Break 
11:00 
E. Milman 
BrunnMinkowski and Poincarétype inequalities on weighted Riemannian manifolds with boundary 
Thursday  19 jun 2014 
09:30 
C. Rosales 
Isoperimetric and stable sets for logconcave perturbations of Gaussian measures 
10:30 
 Coffee Break 
11:00 
F. Maggi 
Improved convergence theorem for perimeter minimizing clusters 
12:00 
 Lunch 
14:00 
A. Mondino 
Embedded surfaces of arbitrary genus minimizing the Willmore energy under isoperimetric constraint 
14:35 
E. MäderBaumdicker 
The area preserving curve shortening flow with Neumann free boundary conditions 
15:10 
L. Rotem 
Complemented BrunnMinkowski inequalities 
15:40 
 Coffee Break 
16:15 
S. Nardulli 
Tba 
16:50 

Short Talk 
Friday  20 jun 2014 
09:30 
A. Cañete 
Stable hypersurfaces in Euclidean convex cones with homogeneous densities 
10:30 
 Coffee Break 
11:00 
M. Ritoré 
Large isoperimetric regions in the product of a compact manifold with Euclidean space 