UBC DG-MP-PDE Seminar: Man-Chun Lee
Topic
Expanding soliton from metric cone
Speakers
Details
In this talk, we will discuss how Ricci flow smoothing can be used to produce expanding Ricci solitons coming out of a metric cone, when the curvature is non-negative. We will discuss how its relation to problem in Hamilton-Lott pinching conjecture. This is based on joint work with Chan and Peachey.
Additional Information
Man-Chun Lee is currently an Assistant Professor at The Chinese University of Hong Kong. Previously, he was a Boas Assistant Professor at Northwestern University and a Research Fellow at Warwick University. He received his PhD in mathematics at The Chinese University of Hong Kong under the supervision of Luen-Fai TAM.