个人简介

崔书墨，男，籍贯吉林，中山大学理学院副教授、博士生导师。本科毕业于同济大学，博士毕业于美国杜兰大学（Tulane University）。2019—2025年在南方科技大学先后担任访问助理教授、研究助理教授和研究副教授等职；2026年1月加入中山大学理学院。已发表学术论文18篇，多篇发表于 Mathematics of Computation、SIAM Journal on Numerical Analysis、SIAM Journal on Scientific Computing、Journal of Computational Physics、Mathematical Models and Methods in Applied Sciences 等国际知名期刊，目前主持国家自然科学基金面上项目、广东省面上项目和深圳市面上项目。

研究领域

偏微分方程数值方法、保结构算法、高阶保界/不变域保持格式、交通流建模与仿真，以及相关科学与工程计算问题。

教育背景

2006.08 – 2010.06 同济大学，理学学士

2010.08 – 2015.05 Tulane University（美国杜兰大学），理学博士

工作经历

2026.01 – 至今 中山大学理学院，副教授

2024.12 – 2025.12 南方科技大学深圳国际数学中心，研究副教授

2023.02 – 2024.12 南方科技大学深圳国际数学中心，研究助理教授

2019.09 – 2023.02 南方科技大学数学系，访问助理教授

2017.01 – 2019.08 Arowana Asset Management Limited，量化分析员

2015.07 – 2016.12 Temple University，博士后

代表性成果

[1] S. Cui, K. Wu, L. Xu. On local minimum entropy principle of high-order schemes for relativistic Euler equations, Mathematics of Computation, 2025.

[2] A. Chertock, S. Cui, A. Kurganov, C. Wang. A Hybrid Finite-Difference-Particle Method for Chemotaxis Models, Journal of Scientific Computing, 104 (2025), 52.

[3] S. Cui, Y. Gu, A. Kurganov, K. Wu, R. Xin. Positivity-Preserving New Low-Dissipation Central-Upwind Schemes for Compressible Euler Equations, Journal of Computational Physics, 538 (2025), 114189.

[4] S. Ding, S. Cui, K. Wu. Robust DG Schemes on Unstructured Triangular Meshes: Oscillation-Damping Filter and Bound Preservation via Optimal Convex Decomposition, Journal of Computational Physics, 526 (2025), 113769.

[5] W. Chen, S. Cui, K. Wu, T. Xiong. Bound-Preserving OEDG Method for Aw–Rascle–Zhang Traffic Models on Networks, Journal of Computational Physics, 520 (2025), 113507.

[6] S. Cui, S. Ding, K. Wu. On Optimal Cell Average Decomposition for High-Order Bound-Preserving Schemes of Hyperbolic Conservation Laws, SIAM Journal on Numerical Analysis, 62 (2024), 775–810. (Highly Cited Paper)

[7] S. Cui, A. Kurganov, K. Wu. Bound-Preserving Framework for Central-Upwind Schemes for General Hyperbolic Conservation Laws, SIAM Journal on Scientific Computing, 46 (2024), A2899–A2924.

[8] C. Wang, A. Chertock, S. Cui, A. Kurganov, Z. Zhang. A Diffuse-Domain Based Numerical Method for a Chemotaxis-Fluid Model, Mathematical Models and Methods in Applied Sciences, 33 (2023), 341–375.

[9] S. Cui, S. Ding, K. Wu. Is the Classic Convex Decomposition Optimal for Bound-Preserving Schemes in Multiple Dimensions? Journal of Computational Physics, 476 (2023), 111882.

[10] R. E. Stern, S. Cui, M. L. Delle Monache, R. Bhadani, M. Bunting, M. Churchill, N. Hamilton, R. Haulcy, H. Pohlmann, F. Wu, B. Piccoli, B. Seibold, J. Sprinkle, D. B. Work. Dissipation of Stop-and-Go Waves via Control of Autonomous Vehicles: Field Experiments, Transportation Research Part C: Emerging Technologies, 89 (2018), 205–221. (Highly Cited Paper)

[11] A. Chertock, S. Cui, A. Kurganov, Ş. N. Özcan, E. Tadmor. Well-Balanced Schemes for the Euler Equations with Gravitation: Conservative Formulation Using Global Fluxes, Journal of Computational Physics, 358 (2018), 36–52.

[12] A. Chertock, S. Cui, A. Kurganov, T. Wu. Steady State and Sign Preserving Semi-Implicit Runge–Kutta Methods for ODEs with Stiff Damping Term, SIAM Journal on Numerical Analysis, 53 (2015), 2008–2029.