Name：Meng CHEN

Professional title：Associate Professor

Research Area：meshless methods for PDEs

l Educational Experience：

2015-09 to 2018-08, Ph.D., Computational Mathematics, Department of Mathematics, Hong Kong Baptist University

2013-09 to 2017-07, M.Sc., Applied Mathematics, College of Mathematics, Taiyuan University of Technology

2009-09 to 2013-07, B.Sc., Information and Computing Science,College of Mathematics, Taiyuan University of Technology

l Work Experience:

2023-12 until Now, Associate Professor, School of Mathematics and Computer Sciences, Nanchang University.

2024-08 to 2025-08，Assisting Teacher, Xinjiang Vocational and Technical University of Tianshan, Kizilsu Kirgiz Autonomous Prefecture.

2022-01 to 2023-12, Lecturer, School of Mathematics and Computer Sciences, Nanchang University.

2020-01 to 2021-12, Lecturer, School of Science, Nanchang University.

2018-10 to 2019-12, Senior engineer, Hong Kong Applied Science and Technology Research Institute Company Limited, Hong Kong

l Honors：

Leading Young and Middle-aged Scholar in Jiangxi Province Institutions of Higher Education.

“Outstanding Undergraduate Class Mentor” at Nanchang University.

“Outstanding Counselor” at Nanchang University.

“Outstanding Support Teacher in Xinjiang” for the 2024-2025 Academic Year at Xinjiang Tianshan Vocational Technical University (Kezhou Campus).

l Paper Achievements：

X. Li, M. Chen*, Z. Sun, L. Ling, and S. Li. Energy-conserving Kansa methods for Hamiltonian wave equations. Applied Mathematics and Computation, 510, 129682, 2026.

Z. Tang, Z. Fu, M. Chen, and L. Ling. A unified CPM framework using the least-squares generalized finite difference method for surface PDEs. Engineering with Computers, 1-15, 2025.

M. Chen*, L. Ling, and D. Yun. Proving the stability estimates of variational least-squares kernel-based methods. Computers & Mathematics with Application, 180: 46-60, 2025.

Z. Sun*, L. Ling , and M. Chen. Structure-Preserving Kernel-Based Meshless Methods for Solving Dissipative PDEs on Surfaces. Journal of Scientific Computing, 102(3), 2025.

Z. Tang, Z. Fu*, M. Chen**, and L. Ling. A novel localized least-squares collocation method for coupled bulk-surface problems. Applied Mathematics and Computation, 492, 2025.

M. Chen*, L. Ling. Exploring oversampling in RBF least-squares collocation method of lines for surface diffusion. Numerical Algorithms, 97(3):1067–1087, 2024.  

M. Chen, K. C. Cheung, and L. Ling*. A kernel-based least-squares collocation method for surface diffusion. SIAM Journal on Numerical Analysis, 61(3): 1386-1404, 2023.

Z. Tang, Z. Fu*,  M. Chen,  and J. Huang. An efficient collocation method for long-time simulation of heat and mass transport on evolving surfaces. Journal of Computational Physics, 463, 111310, 2022.

M. Chen, L. Ling, Y. Su*. Solving interpolation problems on surfaces stochastically and greedily, Dolomites Research Notes on Approximation, 15(3), 2035-6803, 2022.

Z. Chao, Z. Fu*, M. Chen**, L. Ling. A localized extrinsic collocation method for Turing patterns formation on surfaces. Applied Mathematics Letters, 122(02): 107534, 2021.

M. Chen*, L. Ling. Extrinsic meshless collocation methods for PDEs on manifolds. SIAM Journal on Numerical Analysis, 58(2): 988-1007, 2020.

M. Chen*, L. Ling. Kernel-based collocation methods for heat transport on evolving surfaces. Journal of Computational Physics, 405: 0-109166, 2020.

M. Chen*, L. Ling. Kernel-Based Meshless Collocation Methods for Solving Coupled Bulk-Surface Partial Differential Equations. Journal of Scientific Computing, 81(1): 375-391, 2019.

l Email：chenmeng_math@ncu.edu.cn