Mathematical Conversations
Bi-Lipschitz Equivalence to the Euclidean Space
In dimension two, Urs Lang and Mario Bonk proved that a surface, homeomorphic to the plane, is bi-Lipschitz to the Euclidean space if its total Gauss curvature is smaller than that of the hemisphere. In this talk, I will explain what is known in higher dimensions and what is expected to be true.
Date & Time
December 07, 2022 | 6:00pm – 8:00pm
Location
Birch Garden, Simons HallSpeakers
Affiliation
Visitor, School of Mathematics