activity
20132020
most citedImproved convergence theorems for bubble clusters. II. The three-dimensional case

1 citations · 1 across the 5 of their papers we have counts for

collaborators

10 papers

math.AP2020

Minimizing cones for fractional capillarity problems

Serena Dipierro, Francesco Maggi, Enrico Valdinoci

We consider a fractional version of Gauss capillarity energy. A suitable extension problem is introduced to derive a boundary monotonicity formula for local minimizers of this frac…

math.AP2020

Symmetry and Rigidity of Minimal Surfaces with Plateau-like Singularities

Jacob Bernstein, Francesco Maggi

By employing the method of moving planes in a novel way we extend some classical symmetry and rigidity results for smooth minimal surfaces to surfaces that have singularities of th…

math.AP2018

Soap films with gravity and almost-minimal surfaces

Francesco Maggi, Antonello Scardicchio, Salvatore Stuvard

Motivated by the study of the equilibrium equations for a soap film hanging from a wire frame, we prove a compactness theorem for surfaces with asymptotically vanishing mean curvat…

math.AP2016

Capillarity problems with nonlocal surface tension energies

Francesco Maggi, Enrico Valdinoci

We explore the possibility of modifying the classical Gauss free energy functional used in capillarity theory by considering surface tension energies of nonlocal type. The correspo…

math.OC2016

Existence and almost everywhere regularity of isoperimetric clusters for fractional perimeters

Maria Colombo, Francesco Maggi

The existence of minimizers in the fractional isoperimetric problem with multiple volume constraints is proved, together with a partial regularity result.

math.OC2015

Stability for the Brunn-Minkowski and Riesz rearrangement inequalities, with applications to Gaussian concentration and finite range non-local isoperimetry

Eric A. Carlen, Francesco Maggi

We provide a simple, general argument to obtain improvements of concentration-type inequalities starting from improvements of their corresponding isoperimetric-type inequalities. W…