Diff. Geom, Math. Phys., PDE Seminar: Weiyong He

  • Date: 03/21/2014
  • Time: 15:30
Weiyong He, University of Oregon

University of British Columbia


Complex Monge-Ampere equation on Kahler manifolds


Complex Monge-Ampere (CMA) equation is of fundamental importance in Kahler geometry. We will discuss regularity results for two versions of complex Monge-Ampere equation which are extensively studied in Kahler geometry. The first is the classical CMA equation solved by S.T. Yau in 1970s to prove the Calabi conjecture. The secondĀ  is a homogenous complex Monge-Ampere, which is known as a geodesic equation of the space of Kahler metrics.

Other Information: 

Location: ESB 2012