09.1980 – 07.1984: Bachelor of Science, Sun Yat-sen University, China

09.1984 – 01.1987: Master of Science, Chinese Academy of Sciences, China

11.1989 – 12.1992: Dr. rer. nat. in Mathematics, Heidelberg University, Germany

07.2005: Habilitation in Mathematics, Heidelberg University, Germany

since 12.2005: Professor of Mathematics, Tsinghua University, China

11.1998 – 11.2005: Assistant Professor (C1), Heidelberg University, Germany

05.1993 – 10.1998: Research associate, Heidelberg University, Germany

01.1993 – 05.1993: Postdoctoral Researcher, ETH Zurich, Switzerland

04.1987 – 10.1989: Assistant Professor, Beijing Institute of Applied Physics and Computational Mathematics, China

1. Applied Partial Differential Equations (Analysis, Numerics, Boundary Control）

2. Mathematical Modeling (Non-equilibrium Thermodynamics, Machine Learning)

1. Partial Differential Equations

2. Numerical Analysis A

1. Wen-An Yong, Singular perturbations of first-order hyperbolic systems with stiff source terms, Journal of Differential Equations, 155, pp. 89-132, 1999.

2. Wen-An Yong, A simple approach to Glimm's interaction estimates, Appl. Math. Lett. 12 (1999), 29-34.

3. Wen-An Yong, Entropy and global existence for hyperbolic balance laws, Arch. Rational Mech. Anal, 172, pp. 247-266，2004.

4. Michael Junk & Wen-An Yong, Weighted L2-stability of the lattice Boltzmann method, SIAM J. Numer. Anal., 47:3 (2009), 1651--1665.

5. Wen-An Yong, Newtonian limit of Maxwell fluid flows, Arch. Rational Mech. Anal. 214:3 (2014), 913--922.

6. Yi Zhu & Liu Hong & Zaibao Yang & Wen-An Yong, Conservation-dissipation formalism of irreversible thermodynamics, J. Non-Equilib. Thermodyn. 40:2 (2015), 67--74.

7. Weifeng Zhao & Wen-An Yong, Single-node second-order boundary schemes for the lattice Boltzmann method, J. Comput. Phys. 329 (2017), 1--15.

8. Juntao Huang & Zhiting Ma & Yizhou Zhou & Wen-An Yong, Learning thermodynamically stable and Galilean invariant partial differential equations for non-equilibrium flows,

J. Non-Equilib. Thermodyn. 46:4 (2021), 355--370.

9. Yizhou Zhou & Wen-An Yong, Boundary conditions for hyperbolic relaxation systems with characteristic boundaries of type II, J. Differ. Equations 310:5 (2022), 198--234.

10. Haitian Yang & Wen-An Yong, Feedback boundary control of multi-dimensional hyperbolic systems with relaxation, Automatica 167 (2024), Paper No. 111791