Employment:

• Division of Science, New York University Abu Dhabi

Post-Doctoral Associate, 2023 - Present

Education:

• Shanghai Center for Mathematical Sciences, Fudan University  

Ph.D. Candidate, Applied Mathematics, 2018 - 2023

Advisor: Zhen Lei

• School of Mathematical Sciences, Fudan University

B.S. in Mathematics, 2014 - 2018

Papers:

5) Energy transfer and radiation in Hamiltonian nonlinear Klein-Gordon equations: general case, with Z. Lei and Z. Yang, Preprint arxiv: 2307.16191. (Submitted)

4) Energy transfer, weak resonance, and Fermi's golden rule in Hamiltonian nonlinear Klein-Gordon equations, with Z. Lei and Z. Yang, Preprint arxiv: 2201.06490. (Submitted)

3) Weak solutions of the three-dimensional hypoviscous elastodynamics with finite kinetic energy (with K. Chen), J. Differential Equations 339 (2022), 637-665.

2) Scattering for the quasilinear wave equations with null conditions in two dimensions (with D. He and K. Wang), J. Differential Equations 269 (2020), no. 4, 3067-3088.

1) On the Constantin-Lax-Majda model with convection (with Z. Lei and X. Ren), Comm. Math. Phys. 375 (2020), no. 1, 765-783.

Talks:

• PDE seminar, Peking University (July 2023). Title: Energy Transfer and Radiation in Hamiltonian Klein-Gordon Equations.

• PDE Seminar, Fudan University (December 2022). Title: Energy transfer and generalized Fermi's Golden Rule in Hamiltonian nonlinear Klein-Gordon equations.

• Mathematical Perspectives Forum, Southwest Jiaotong University (December 2022). Title: Energy transfer and generalized Fermi's Golden Rule in Hamiltonian nonlinear Klein-Gordon equations.

• Conference on Theory and Applications of PDEs, Central China Normal University, Wuhan (December 2022). Title: Energy transfer and generalized Fermi's Golden Rule in Hamiltonian nonlinear Klein-Gordon equations.

• Online seminar on partial differential equations in applications, National Center for Applied Mathematics in Shanghai, Fudan University (August 2022). Title: Weak solutions of the three-dimensional hypoviscous elastodynamics with finite kinetic energy.

• East Asian Core Doctoral Forum on Mathematics 2020, Kavli Institute for the Physics and Mathematics of the Universe, The University of Tokyo (January 2020). Title: On the Constantin-Lax-Majda Model with Convection.

Teaching:

• Fall  2021, Teaching Assistant, Equations of Mathematical Physics

• Spring  2020, Teaching Assistant, Mathematical Analysis II

• Fall  2019, Teaching Assistant, Ordinary Differential Equation

• Spring  2019, Teaching Assistant, Equations of Mathematical Physics

• Fall  2018, Teaching Assistant, Abstract Algebra