![School of Mathematics Event](/sites/default/files/styles/two_column_medium/public/2019-09/sm_default.jpg?itok=gMvWynkh)
Workshop on Mean Curvature and Regularity
Some minimal submanifolds generalizing the Clifford torus
Abstract: The Clifford torus is the simplest nontotally geodesic minimal surface in S^3. It is a product surface, it is helicoidal, and it is a solution obtained by separation of variables. We will show that there are more minimal submanifolds with these properties in S^n and in R^4.
Date & Time
November 05, 2018 | 2:30pm – 3:30pm
Location
Simonyi Hall 101Speakers
Jaigyoung Choe
Affiliation
KIAS