PhD Student
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/yujie-gong.png)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: Elasticity problem, diffusion problem, high performance computation, numerical algebra
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/wang-jing-yuan.jpg)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: Space-time algorithms, domain decomposition methods, parallel algorithms
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/tianhaoma.png)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: Cardiac modeling and high-performance computing
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/zaiheng-cheng.jpg)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: Parallel algorithms, Hemodynamic simulation
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/zhou-jie-scaled.jpg)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: Fluid-Structure Interaction, high-performance computation
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/chen-ziyan.png)
Supervisor: Prof. Li Luo
Research Interest: Machine learning for partial differential equations, Numerical linear algebra, Parallel algorithms, and high-performance software for linear and nonlinear partial differential equations
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/sin-hou-lam.png)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: machine learning, differential equations, numerical methods
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/liu-haochen.png)
Supervisor: Prof. Li Luo
Research Interest: parallel algorithms, domain decomposition methods, and fully-coupled two-phase model
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/jinpeng-zhang.jpg)
Supervisor: Prof. Li Luo
Research Interest: Modeling and simulation of interface problems and multiphase flow, Computational fluid dynamics, Phase-field model
![](https://cam.fst.um.edu.mo/wp-content/uploads/2023/07/xiangdong-zhang.jpg)
Supervisor: Prof. Xiao-Chuan CAI
Research Interest: Numerical solution of the Navier-Stokes equations with slip and penetration boundary conditions