Title: On the complex structure of Kaehler manifolds with nonnegative bisectional curvature and maximal volume growth

Speaker: Yuxing Deng(Peking University)

Venue: Room 09 at Quan-Zhai (全斋), New location for BICMR, Peking University

Time: April 27, 2012, Friday, 10:10-12:00

Abstract: We will talk about Albert Chau and Tam's paper on Yau's Uniformization conjecture. In their paper, they get a good analysis of the asymptotic behavior of Kaehler-Ricci flow. Using the asymptotic properties along the Ricci flow, the method that Rosay and Rudin create to construct areas that are holomorphic to C^{n} can be used to construct a holomorphism from the Kaehler manifold to C^{n}. We will talk about their paper in detail. The paper can be found in JDG, 73 (2006) 491-530 or arXiv:math/0504422v3[math.DG].