Professor
Junfeng Li李俊峰
Nonlinear dispersive equations, harmonic analysis and its applications.
Professor
Nonlinear dispersive equations, harmonic analysis and its applications.
Professor
Analysis and partial differential equations, fluid mechanics, dispersive equations and integrable systems.
Professor
Partial differential equations and calculus of variations.
Professor
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
Professor
Pseudo-parabolic, non-local and reaction-diffusion equations, with PDE-based image processing.
Professor
Hamiltonian dynamical systems, celestial mechanics, symplectic geometry and mathematical physics.
Associate Professor
Stochastic dynamical systems, averaging principles for multiscale stochastic systems and recurrent dynamics.
Professor · Dean
Stochastic dynamical systems, stochastic differential equations, recurrence and stability.
Professor
KAM theory, normal form theory and long-time dynamics of Hamiltonian PDEs.
Associate Professor
Dynamical systems, KAM theory and numerical methods, and Hamilton–Jacobi equations.
Professor
Mathematical theory of incompressible fluid equations, including regularity, stability and singularity analysis for Navier–Stokes, MHD, boundary-layer, chemotaxis and liquid-crystal systems.
Associate Professor
Nonlinear PDEs, variational methods and the mathematical theory of ideal fluids, including steady Euler flows, point-vortex desingularization and Lyapunov stability.
Master’s Student
Sep. 2026 –
Nonlinear dispersive equations, harmonic analysis and its applications.
Master’s Student
Sep. 2024 –
Nonlinear dispersive equations, harmonic analysis and its applications.
PhD Student
Sep. 2026 –
Nonlinear dispersive equations, harmonic analysis and its applications.
PhD Student
Sep. 2025 –
Nonlinear dispersive equations, harmonic analysis and its applications.
PhD Student
Sep. 2024 –
Nonlinear dispersive equations, harmonic analysis and its applications.
PhD Student
Sep. 2023 –
Nonlinear dispersive equations, harmonic analysis and its applications.
PhD Student
Sep. 2022 –
Nonlinear dispersive equations, harmonic analysis and its applications.
Master’s Student
Sep. 2025 –
Dynamical systems and differential equations.
Master’s Student
Sep. 2025 –
Dynamical systems and differential equations.
PhD Student
Sep. 2026 –
Stochastic dynamical systems.
PhD Student
Sep. 2026 –
Stochastic dynamical systems.
PhD Student
Sep. 2026 –
Stochastic dynamical systems.
PhD Student
Sep. 2026 –
Analysis and partial differential equations.
Master’s Student
Sep. 2026 –
Analysis and partial differential equations.
Postdoctoral Researcher
Sep. 2026 –
Nonlinear diffusion equations and PDE-based image processing.
Master’s Student
Sep. 2026 –
Nonlinear diffusion equations and PDE-based image processing.
Master’s Student
Sep. 2026 –
Nonlinear diffusion equations and PDE-based image processing.
PhD Student
Sep. 2025 –
Stochastic dynamical systems.
PhD Student
Sep. 2025 –
Stochastic dynamical systems.
PhD Student
Sep. 2025 –
Stochastic dynamical systems.
Master’s Student
Sep. 2025 –
Stochastic dynamical systems.
Master’s Student
Sep. 2025 –
Stochastic dynamical systems.
Master’s Student
Sep. 2025 –
Analysis and partial differential equations.
Master’s Student
Sep. 2025 –
Nonlinear diffusion equations and PDE-based image processing.
Master’s Student
Sep. 2025 –
Nonlinear diffusion equations and PDE-based image processing.
PhD Student
Sep. 2024 –
Stochastic dynamical systems.
PhD Student
Sep. 2024 –
Stochastic dynamical systems.
Master’s Student
Sep. 2024 –
Stochastic dynamical systems.
Master’s Student
Sep. 2024 –
Stochastic dynamical systems.
Master’s Student
Sep. 2024 –
Nonlinear diffusion equations and PDE-based image processing.
Master’s Student
Sep. 2024 –
Nonlinear diffusion equations and PDE-based image processing.
PhD Student
Sep. 2023 –
Stochastic dynamical systems.
PhD Student
Sep. 2023 –
Stochastic dynamical systems.
PhD Student
Sep. 2023 –
Nonlinear diffusion equations and PDE-based image processing.
PhD Student
Sep. 2022 –
Stochastic dynamical systems.
PhD Student
Sep. 2022 –
Chemotaxis systems.
PhD Student
Sep. 2024 –
Nonlinear PDEs and mathematical fluid mechanics.
PhD Student
Sep. 2025 –
Nonlinear PDEs and mathematical fluid mechanics.
PhD Student
Sep. 2026 –
Nonlinear PDEs and mathematical fluid mechanics.
Master’s Student
Sep. 2026 –
Nonlinear PDEs and mathematical fluid mechanics.
PhD Student
Sep. 2022 –
Boundary-layer theory for chemotaxis–Navier–Stokes systems.
PhD Student
Sep. 2024 –
Nonlinear PDEs in mathematical fluid mechanics.
PhD Student
Sep. 2024 –
Regularity of fluid and kinetic equations.
Master’s Student
Sep. 2024 –
Stability and regularity of incompressible fluids.
Master’s Student
Sep. 2025 –
Stability of incompressible fluid equations.
Master’s Student
Sep. 2025 –
Stability of Poiseuille flow.
PhD Student
Sep. 2023 –
Blow-up in chemotaxis systems and stability of chemotaxis–fluid systems near Couette flow.
Master’s Student
Sep. 2024 –
Analysis and partial differential equations.
Master’s Student
Sep. 2025 –
Stabilization in chemotaxis PDE models.
PhD Student
Sep. 2020 –
Partial differential equations and calculus of variations.
PhD Student
Sep. 2022 –
Partial differential equations and calculus of variations.
Master’s Student
Sep. 2024 –
Partial differential equations and calculus of variations.
Master’s Student
Sep. 2024 –
Partial differential equations and calculus of variations.
Master’s Student
Sep. 2026 –
Partial differential equations and calculus of variations.
Master’s Student
Sep. 2026 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
Master’s Student
Sep. 2026 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
Master’s Student
Sep. 2025 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
Master’s Student
Sep. 2025 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
Master’s Student
Sep. 2024 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
Master’s Student
Sep. 2024 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
PhD Student
Sep. 2026 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
PhD Student
Sep. 2025 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
PhD Student
Sep. 2024 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
PhD Student
Sep. 2023 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
PhD Student
Sep. 2022 –
Reaction-diffusion equations, Bifurcation theory with applications; Singular perturbation; Mathematical biology.
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