معرفی
Chao Li is an Assistant Professor at the Courant Institute of Mathematical Sciences, New York University, USA. His research focuses on geometric analysis, differential geometry, and geometric variational problems, with an emphasis on minimal surfaces, scalar curvature, and topological implications. He holds a Ph.D. from Stanford University (2018) and has conducted research as a visitor at institutions like the Institute for Advanced Study and the School of Mathematics.
His research explores the interplay between geometry and topology, particularly in the context of positive scalar curvature, minimal hypersurfaces, and geometric comparison theorems. Key collaborations include work with Otis Chodosh, Alessandro Carlotto, and Christos Mantoulidis on topics such as stable minimal hypersurfaces, dihedral rigidity, and manifold classification.
Recent articles highlight advancements in understanding the topology of manifolds via scalar curvature constraints, stability of minimal surfaces, and applications of min-max theory to capillary surfaces. His work contributes to foundational questions in geometric analysis and mathematical physics.
