Name: Isoperimetric Problems
Start: 2022-06-20T09:00:00+02:00
End: 2022-06-24T13:00:00+02:00
Location: Dipartimento di Matematica Università di Pisa

An isoperimetric problem with strong capacitary repulsion

Capillary surfaces and a model of nanowire growth

Classification of $C^2$ solutions for the Finsler isoperimetric problem in $H^1$

Contact surface of Cheeger sets

Estimates on the Cheeger constant

Isoperimetric inequalities and potential theory

Isoperimetric Multi-Bubble Problems - Old and New

Isoperimetric problems on periodic lattices

Lecture 1. Introduction to isoperimetry in Riemannian manifolds and the emergence of nonsmooth structures

Lecture 2. Generalized existence and compactness for isoperimetric regions and applications

Lecture 3. Topological properties of isoperimetric sets on RCD spaces

Lecture 4. First and second variation of the area on RCD spaces

Lecture 5. Sharp differential inequality for the isoperimetric profile on noncollapsed spaces with lower Ricci bounds, and sharp and rigid isoperimetric inequality for nonnegatively curved spaces

Lecture 6. Isoperimetric sets of large volume on spaces with nonnegative Ricci curvature and Euclidean volume growth

Minimal clusters in the plane with double densities

On a quantitative isoperimetric inequality involving the barycentric asymmetry

On compactness and generalized existence results for clusters in Riemannian manifolds with bounded geometry

Optimal transport and quantitative geometric inequalities

Quantitative stability estimates for some fractional inequalities

Stability of the ball under volume preserving fractional mean curvature flow

Steiner Problem, global and local minimizers of the Length functional

The charged liquid drop: a dynamic approach

The elastica functional as the critical Gamma limit of a nonlocal isoperimetric problem