CV
Basics
| Name | Jiashun Hu |
| jiashhu@polyu.edu.hk | |
| Url | https://jiashunhu.github.io/ |
Work
-
2026.05 - present Assistant Professor
Department of Applied Mathematics, The Hong Kong Polytechnic University
Research on numerical methods for partial differential equations.
- Fluid-structure interaction
- Moving contact line
- Harmonic map heat flow
- Runge-Kutta Method
-
2024.12 - 2026.05 Research Assistant Professor
Department of Applied Mathematics, The Hong Kong Polytechnic University
Research on numerical methods for partial differential equations.
- Geometric flows
- Fluid-structure interaction
-
2021.03 - 2024.12 Postdoctoral Fellow
Department of Applied Mathematics, The Hong Kong Polytechnic University
Research on numerical methods for partial differential equations.
- Geometric flows
- Nonlinear Schrödinger equations
Education
-
2016.09 - 2021.01 Beijing, China
-
2012.08 - 2016.08 Beijing, China
Bachelor in Mathematics and Applied Mathematics
Department of Mathematical Sciences, Tsinghua University
Mathematics
Awards
- 2017.07
Outstanding young paper award
Beijing Society of Computational Mathematics
Awarded for the paper 'Numerical solution of the nonlocal diffusion equation on the real line'.
- 2015
S.-T. Yau College Student Mathematics Contest, Team Silver Award
Tsinghua University
Skills
| Python for finite element methods | |
| ngsolve | |
| firedrake | |
| fenics |
| C++ for numerical analysis | |
| deal.II | |
| libmesh | |
| trilinos |
| MATLAB for scientific computing | |
| spectral methods |
| LaTeX for scientific writing | |
| TikZ | |
| Beamer | |
| BibTeX |
Languages
| Chinese | |
| Native speaker |
| English | |
| Fluent |
Interests
| Numerical Partial Differential Equations | |
| Surface evolution under geometric flows | |
| Geometric evolution equations | |
| PDEs on evolving domains and surfaces | |
| Harmonic map heat flow |
| Scientific Computing | |
| PDEs on unbounded domains | |
| High frequency wave propagation | |
| Fluid-structure interaction |