Partial C^0 estimate for a sequence of almost Kaehler Einstein metrics
Time: 2013-11-27
Published By:
Speaker(s): Feng Wang (Beijing University)
Time: 00:00-00:00 November 27, 2013
Venue: Room 82J04, Jia Yi Bing Building, 82 Jing Chun Yuan, BICMR
Speaker: Feng Wang (Beijing University)
Venue: 82J04, BICMR
Time: Novemer 27, Wednesday, 10:10am --12:00am
Abstract: In Tian's proof for the existence of Kaehler Einstein metrics, the partial C^0 estimate play a crucial role for a sequence of conic Kaehler Einstein metrics. Since the smooth part of conic Kaehler Einstein metric is Einstein, the Cheeger-Colding-Tian's convergence theory can be applied there. When we dealt with a sequence of almost Kaehler Einstein metrics, we will modify Tian's argument to derive the partial C^0 estimate by using Ricci flow.
