1999/09 – 2004/07, Peking University, Phd student majored in mathematics

2009/05 - till now, Math Department, Tsinghua University, Lecturer, Associate Professor

2008/08 - 2009/05, Department of Math, Penn State University, Lecturer

2006/07 - 2008/07, Peking University, Post Doctor

2004/07 - 2006/07, Capital Normal University, Post Doctor

1. Symplectic geometry, Poisson geometry and Non-linear Lie theory

2. Mathematical physics, Integrable systems, Quantum groups and groupoids

3. Kernel regression, Neural network, High-dimensional statistics and Minimax rates

1. Calculus

2. Linear algebra

3. Complex functions

4. Partial differential equations

1. Zhuo Chen, Mathieu Stiénon, Ping Xu, From Atiyah classes to homotopy Leibniz algebras, Communications in Mathematical Physics, No.341, 309-349,2016.

2. Zhuo Chen, Mathieu Stiénon, Ping Xu, Poisson 2 groups, Journal of Differential Geometry, No.94 (2),209-240,2013.

3. Zhuo Chen, Mathieu Stiénon, Ping Xu, Geometry of Maurer-Cartan Elements on Complex Manifolds, Communications in Mathematical Physics, No.297, 169-187,2010.

4. Zhuo Chen, Mathieu Stiénon, Ping Xu, On regular Courant algebroids, Journal of Symplectic Geometry, No.11(1),1-24,2013.

5. Zhuo Chen, Mathieu. Stiénon, Dirac generating operators and Manin triples, Journal of the London Mathematical Society, No.79(2),399-421, 2009.

6. Xiongwei Cai, Zhuo Chen, Maosong Xiang, The standard cohomology of regular Courant algebroids, Advances in Mathematics. 411(2022) 108776.

7. Zhuo Chen, Honglei Lang, Zhangju, Liu, The weak graded Lie 2-algebra of multiplicative forms on a quasi-Poisson groupoid, Communications in Mathematical Physics. 405:159 (2024).

8. Zhuo Chen, Maosong Xiang, Ping Xu, Hochschild cohomology of dg manifolds associated to integrable distributions, Communications in Mathematical Physics. 396, 647–684 (2022).

9. Jiahao Cheng, Zhuo Chen, Dadi Ni, Hopf algebras arising from dg manifolds, Journal of Algebra. 584(2021), 19-68.

10. Ruggero Bandiera, Zhuo Chen, Mathieu Stienon, Ping Xu, Shifted Derived Poisson Manifolds Associated with Lie Pairs, Communications in Mathematical Physics. 375, pages1717–1760 (2020).