Hyun Chul Jang

Hyun Chul Jang is a Harry Bateman Postdoctoral Scholar and Teaching Fellow in Mathematics at the California Institute of Technology (Caltech), affiliated with the Division of Physics, Mathematics and Astronomy and the Department of Mathematics. His research focuses on differential geometry, general relativity, and geometric analysis, with particular emphasis on asymptotically hyperbolic manifolds, scalar curvature, and mass rigidity theorems. He explores geometric structures in spacetime and their applications to theoretical physics.

Research interests include the study of geometric properties of manifolds in the context of general relativity, such as scalar curvature deformation, hyperbolic mass, and asymptotic structures. His work often intersects with geometric flows like Ricci flow and involves rigorous mathematical analysis of geometric invariants and boundary conditions.

Key contributions span from 2019 to 2024, addressing topics such as rigidity theorems for initial data sets in general relativity, entropy stability in symmetric spaces, and geometric foliations. His articles reflect a deep engagement with foundational questions in differential geometry and their implications for relativistic physics.

No scientific awards or grants are explicitly mentioned in the provided text. He currently holds teaching and research roles without noted student advisement.