Recent Developments Concerning the Schwarz Lemma, with Applications to the Wu-Yau Theorem
Time: 2022-05-25
Published By: Wenqiong Li
Speaker(s): Kyle Broder (ANU & BICMR)
Time: 09:00-10:00 June 1, 2022
Venue: Online
Abstract:
Speaker:
Zoom:
Link: https://us02web.zoom.us/j/89148533378?pwd=TWFVUVhGakdnL1RtZTRyZVhUVUdxZz09
ID: 891 4853 3378
Password: 079126
The Schwarz lemma is an essential technique in complex geometry. We will discuss some recent developments concerning the Schwarz lemma, using the one-parameter family of connections introduced by Gauduchon. We will also discuss applications to the Wu-Yau theorem in the Hermitian category.
Speaker:
Kyle Broder is a Ph.D. student at the Australian National University and the Beijing International Center for Mathematical Research under Professor Ben Andrews and Professor Gang Tian. He is interested in curvature characterizations of complex-analytic and algebro-geometric notions of hyperbolicity and non-hyperbolicity.
Zoom:
Link: https://us02web.zoom.us/j/89148533378?pwd=TWFVUVhGakdnL1RtZTRyZVhUVUdxZz09
ID: 891 4853 3378
Password: 079126
