Qiang Guang

Qiang Guang is a Fellow at the Mathematical Sciences Institute, Australian National University, affiliated with the Department of Mathematics. His research focuses on geometric analysis and geometric PDEs, including mean curvature flow and minimal surfaces. He holds a Ph.D. in Mathematics from the Massachusetts Institute of Technology, advised by William P. Minicozzi II. Guang's work includes publications on free boundary minimal hypersurfaces, self-shrinkers, and translating solitons. He is based in Room 3.69, Hanna Neumann Building, and can be contacted via email at qiang.guang@anu.edu.au or his personal website at https://maths.anu.edu.au/people/qiang-guang.

Qiang Guang is a researcher at The Australian National University specializing in Geometric Analysis. His work focuses on the study of minimal hypersurfaces, free boundary problems, and curvature estimates. He has contributed to the understanding of λ-hypersurfaces, Minkowski problems, and the behavior of geometric flows such as the Gauss curvature flow and mean curvature flow. His research also explores rigidity theorems, volume growth, and entropy for translating solitons. Guang's publications highlight the interplay between geometric analysis and partial differential equations, particularly in the context of stability and compactness results for hypersurfaces with prescribed curvature properties.