معرفی
Chongchun Zeng is a Professor in the School of Mathematics at Georgia Institute of Technology since 2009, previously holding roles at the University of Virginia and New York University's Courant Institute. His research focuses on applied dynamical systems and nonlinear PDEs, particularly fluid dynamics, nonlinear waves, and invariant manifold theory.
Education
- PhD in Mathematics (1997), Brigham Young University
- Bachelor of Mathematics (1993), Nankai University, China
Research Interests
Explores regularity and dynamics of nonlinear PDEs, invariant manifolds in semiflows, and applications to fluid equations (e.g., water waves) and Schrödinger-type systems. Recent work addresses stability of traveling waves, spectral analysis of linearized operators, and inviscid damping phenomena.
Awards & Grants
- Sloan Fellowship (2004)
- AMS Fellow (2019)
- NSF grants (2003–present, including DMS-2350115 for fluid dynamics research)
Grants & Collaborations
- Analysis of Fluids and Nonlinear Waves (NSF DMS-2350115, 2024–2027)
- Studies on gravity water waves and nonlinear Schrödinger equations
Lab/Team Affiliation
Active in Georgia Tech's School of Mathematics research groups focused on PDEs and dynamical systems.
