Talks

Research Talks

Minimal surfaces of low genus in lens spaces.
2024.12
2024.12: The 9th Japan-China Geometry Conference.
  • ○ Tokushima, Japan.
Minimal surfaces of low genus in lens spaces.
2024.11
2024.11: Geometric Analysis Seminar.
  • ○ East China Normal University, Shanghai, China.
Minimal surfaces of low genus in lens spaces.
2024.10
2024.10: NJU-SJTU Geometric Analysis Seminar.
  • ○ Nanjing, China.
Minimal surfaces of low genus in lens spaces.
2024.10
2024.10: Seminar on minimal surfaces.
  • ○ Capital Normal University, Beijing, China.
Minimal surfaces of low genus in lens spaces.
2024.07
2024.07: Workshop on Minimal Surfaces and Mean Curvature Flow 2024.
  • ○ Beijing International Center for Mathematical Research, China.
Free boundary minimal hypersurfaces in locally wedge-shaped manifolds.
2024.06
2024.06: Conference on Geometry and Nonlinear PDEs.
  • ○ Dongbei University of Finances and Economics, China.
Free boundary minimal hypersurfaces in locally wedge-shaped manifolds.
2024.04
2024.04: Conference on Differential Geometry.
  • ○ Guangxi Normal University, China.
Free boundary minimal hypersurfaces in locally wedge-shaped manifolds.
2024.03
2024.03: Geometric Analysis Seminar.
  • ○ Zhejiang University, China.
Free boundary minimal hypersurfaces in locally wedge-shaped manifolds.
2024.01
2024.01: Forum on Differential Geometry.
  • ○ Shanghai Center for Mathematical Sciences, China.
Free boundary minimal hypersurfaces in locally wedge-shaped manifolds.
2023.10
2023.10: Beijing Geometry Day.
  • ○ Beijing, China.
Free boundary minimal hypersurfaces in locally wedge-shaped manifolds.
2023.10
2023.10: Differential Geometry Seminar
  • ○ National Center for Theoretical Sciences (Taiwan), China.
Equivariant Min-max Theory and its Applications.
2023.05
2023.05: Geometric Analysis Seminar
  • ○ University of Chicago, US.
Equivariant Min-max Theory and its Applications.
2023.03
2023.03: Analysis and Geometric Analysis Seminar
  • ○ Cornell University, US.
Equivariant min-max theory and Morse index estimates.
2022.12
2022.12: Differential Geometry Seminar
  • ○ University of Electronic Science and Technology of China, China.
Almgren-Pitts min-max theory and its applications.
2022.09
2022.09: Westlake Math Colloquium
  • ○ Westlake University, China.
Equivariant Almgren-Pitts min-max theory and its applications.
2022.06
2022.06: Colloquia & Seminars
  • ○ Academy of Mathematics and Systems Science, CAS, China.
The existence of G-invariant constant mean curvature hypersurfaces.
2022.06
2022.06: International Conferece on PDEs and Geometric Analysis
  • ○ Shanghai Jiao Tong University, China.
Equivariant min-max theory under the setting of Almgren-Pitts.
2021.05
2021.05: International Conference on Geometric Analysis
  • ○ Lincang, Yunnan, China.
Min–max theory for G-invariant minimal hypersurfaces.
2020.08
2020.08: Differential Geometry Seminar
  • ○ Beijing International Center for Mathematical Research, China.