Postdoctoral Instructor of Mathematics
Email: cz3557@nyu.edu
Chenwan Zhou is a Postdoctoral Instructor of Mathematics at NYU Shanghai. She received her Ph.D. in Applied Mathematics from Shanghai Jiao Tong University in 2025. Her research focuses on random differential equations and random dynamical systems, particularly on the chaoticity, bifurcations, and ergodicity of (partial) differential equations driven by a noise.
Research Interests
- Qualitative Theory and Stability Theory of Differential Equations
- Random dynamical systems, including ergodicity, chaoticity and bifurcations
- Control theory
Selected publications
- D. Xiao, D. Zhang, and C. Zhou. Stochastic bifurcations of a three-dimensional stochastic Kolmogorov system. Communications in Mathematical Physics, 406, 246, 2025.
- D. Xiao, S. Yin, and C. Zhou. Linear multiplicative noise destroys a two-dimensional attractive compact manifold of three-dimensional Kolmogorov systems. ArXiv:2504.04491, 2025.
- V. Nersesyan, D. Zhang, C. Zhou, On the chaotic behavior of the Lagrangian flow of the 2D Navier–Stokes system with bounded degenerate noise. ArXiv:2406.17612, 2024.