On the geometry of soap films and soap bubbles

July 1, 2019
Versione stampabile

Venue: Department of Mathematics, via Sommarive, 14 - Povo (TN) - Seminar Room "-1"

At: 2 PM


  • Andrea Marchese (Università di Pavia)


I will discuss a recent result establishing that area minimizing m-dimensional currents modulo p in any codimension are regular submanifolds outside a singular set of Hausdorff dimension at most m-1, moreover the singular set is rectifiable and of finite Hausdorff measure for odd values of p. Joint work with Camillo De Lellis, Jonas Hirsh, and Salvatore Stuvard.

Contact person: Andrea Pinamonti