Don: A rectifiability result for sets of finite perimeter in Carnot groups
Don: After an introduction to the regularity problem for sets of finite perimeter in Carnot groups, we prove that the reduced boundary of a set of finite perimeter in a Carnot group can be covered by a countable union of sets satisfying a "cone property". We show that this weak notion of rectifiability implies the intrinsic Lipschitz rectifiability in a class of Carnot groups including all the filiform groups. This is a joint work with Enrico Le Donne, Terhi Moisala and Davide Vittone http://cvgmt.sns.it/seminar/707/
When
Wed Oct 16, 2019 3pm – 4pm Coordinated Universal Time
