Title: On uniform estimates for complex Monge-Ampere equations
Speaker: Bin Guo (Rutgers University)
Date: 20 October 2021
Time: 9:00 pm
Venue: MS teams (team code hiq1jfr)
We will discuss the $L^\infty$ estimates for a class of fully nonlinear partial differential equations on a compact Kahler manifold, which includes the complex
Monge-Ampere and Hessian equations. Our approach is purely based on PDE methods, and is free of pluripotential theory. We will also talk about some generalizations
to the stability of MA and Hessian equations. This is based on joint works with D.H. Phong and F. Tong.