助理教授 数学系, 杰曼诺夫数学中心

崔书墨,助理教授,2015年获美国杜兰大学数学系博士学位,2015年至2016年在天普大学从事博士后研究。研究方向为计算数学,交通流模型,偏微分方程数值解,计算金融。

个人简介

研究领域

计算数学

交通流模型及数值模拟

偏微分方程数值解

计算金融


教学

2020 春季 MA1103 MATLAB程序设计

2019 秋季 MA303 偏微分方程(英文班)


学术成果 查看更多

10. Real-time distance estimation and filtering of vehicle headways for smoothing of traffic waves

R. Bhadani, M. Bunting, B. Seibold, R. Stern, S. Cui, J. Sprinkle, B. Piccoli, D. Work

Proceedings of the 10th ACM/IEEE International Conference on Cyber-Physical Systems

9. Tracking Vehicle Trajectories and Fuel Rates in Oscillatory Traffic

F. Wu, R. Stern, S. Cui, M. L. Delle Monache, R. Bhadani, M. Bunting, M. Churchill, N. Hamilton, B. Piccoli, B. Seibold, J. Sprinkle, D. Work

Transportation research. Part C, Emerging technologies, Elsevier, 2019, 99, pp.82-109.

8. Dissipation of stop-and-go waves via control of autonomous vehicles: Field experiments

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

Transportation Research Part C: Emerging Technologies, Volume 89, April 2018, Pages 205-221.

7. Well-Balanced Schemes for the Euler Equations with Gravitation: Conservative Formulation Using Global Fluxes

A. Chertock, S. Cui, A. Kurganov, S. N. Ozcan & E. Tadmor

Journal of Computational Physics, 358 (2018), 36-52.

6. Hybrid Finite-Volume-Particle Method for Dusty Gas Flows

A. Chertock, S. Cui & A. Kurganov

SMAI Journal of Computational Mathematics, 3 (2017), 139-180.

5. Controlling for unsafe events in dense traffic through autonomous vehicles

D. B. Work, R. Stern, F. Wu, M. Churchill, S. Cui, H. Pohlmann, B. Seibold, B. Piccoli, R. Bhadani, M. Bunting, J. Sprinkle, M. L. Delle Monache, N. Hamilton, R. Haulcy

1st International Workshop on Safe Control of Connected and Autonomous Vehicles, SCAV 2017

4. Stabilizing traffic flow via a single autonomous vehicle: Possibilities and limitations

S. Cui, B. Seibold, R. E. Stern, D. B. Work

Proceedings of the 2017 IEEE Intelligent Vehicles Symposium, Redondo Beach, 2017.

3. Steady State and Sign Preserving Semi-Implicit Runge-Kutta Methods for ODEs with Stiff Damping Term

A. Chertock, S. Cui, A. Kurganov & T. Wu

SIAM Journal on Numerical Analysis, 53 (2015), 2008-2029.

2. Particle Methods for PDEs Arising in Financial Modeling

S. Cui, A. Kurganov & A. Medovikov

Applied Numerical Mathematics, 93 (2015), 123-139.

1. Well-Balanced Positivity Preserving Central-Upwind Scheme for the Shallow Water System with Friction Terms

A. Chertock, S. Cui, A. Kurganov & T. Wu

International Journal for Numerical Methods in Fluids, 78 (2015), 355-383.

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