Gong Chen

Gong Chen is an Assistant Professor in the School of Mathematics at the Georgia Institute of Technology. He received his Ph.D. in Mathematics from the University of Chicago under Professor Wilhelm Schlag.

Education:

• Ph.D. in Mathematics, University of Chicago

Chen's research centers on nonlinear partial differential equations with emphasis on dispersive equations and soliton dynamics. His work addresses fundamental questions regarding asymptotic stability, long-time behavior, and uniqueness of solutions for equations including nonlinear Schrödinger, modified KdV, Zakharov-Kuznetsov, and Klein-Gordon systems. He employs rigorous analytical techniques such as spectral theory, Strichartz estimates, and modulation analysis to investigate soliton structures and perturbation effects.

Analysis of Chen's 2023-2025 publications reveals consistent focus on soliton stability, scattering theory, and nonlinear recovery problems. Key themes include uniqueness of KP solitons, perturbations by localized nonlinearities, near-soliton dynamics for 2D cubic ZK equations, and asymptotic stability of sine-Gordon kinks. His research frequently establishes stability estimates for nonlinearity recovery from scattering data and classifies multi-soliton structures.

No scientific awards are listed in available information.

Advising and Grants:

• Current students: None documented
• Research grants: Not specified in source material