2017 ECNU Summer Workshop

of Geometry and Analysis on Manifolds

Location: Room 1414, Science Building A, Zhongbei Campus of ECNU, 3663 Zhongshan North Road, Shanghai.

June 30
9:20-9:30 Opening Ceremony
Chair: Dai, Xianzhe
9:30-10:20 Wang, Xujia (Australia National University)
  Monge-Ampere equations on the sphere
10:20-10:40 Tea Break
10:40-11:30 Zhou, JiaZu (Southwest University)
  Minkowski problem and Minkowski isoperimetric inequalities
11:30-13:30 Lunch
Chair: Liu, Pan
13:30-14:20 He, Chenxu (University of California, Riverside)
  Fundamental gap of convex domains in the sphere
14:20-14:40 Tea Break
14:40-15:30 Guang, Qiang (University of California, Santa Barbara)
  Curvature estimates for self-shrinkers and their applications
15:30-15:50 Tea Break
15:50-16:40 Wu, Haotian (University of Sydney, Australia)
  Metrics with non-negative Ricci curvature on convex three-manifolds

July 1
Chair: Wei, Guofang
9:20-10:10 Zhang, Weiping (Chern Institute of Mathematics)
  Positive scalar curvature and enlargeability
10:10-10:40 Take Photoes
10:40-11:30 Zhang, Zhenlei (Capital Normal University)
  Analytic Minimal Model Program through continuity method
11:30-13:30 Lunch
Chair: Zheng, Yu
13:30-14:20 Zhou, Detang (Universidade Federal Fulminense)
  Volume comparison theorem on smooth metric measure spaces
14:20-14:40 Tea Break
14:40-15:30 Xu, Guoyi (Tsinghua University)
  When the fundamental group of a Riemannian manifold is finitely generated?
15:30-15:50 Tea Break
15:50-16:40 Ge, Huabin (Beijing Jiaotong University)
  Convergence of Yamabe flow with ball packings

July 2
Chair: Zhou, Linfeng
9:30-10:20 Hua, Bobo (Fudan University and Shanghai Center)
  Combinatorial curvature for planar graphs
10:20-10:40 Tea Break
10:40-11:30 Zhu, Jialin (Fudan University and Shanghai Center)
  Scattering matrix and analytic torsion
11:30-13:30 Lunch
Chair: Liu, Pan
13:30-14:20 Yan, Wenjiao (Beijing Normal University)
  Isoparametric theory and its applications
14:20-14:40 Tea Break
14:40-15:30 Yu, Jianqing (University of Science and Technology of China)
  Positive scalar curvature and the Euler class
15:30-15:50 Tea Break
15:50-16:40 Chen, Lina (Capital Normal University)
  Quantitative maximal volume entropy rigidity with Ricci curvature bounded below