曾才斌
曾才斌,男,1984年9月生,教授,博士生导师 |
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硕士研究生招生专业:概率论与数理统计 |
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博士研究生招生专业:应用数学 |
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工作经历 2022.09--至今 华南理工大学数学学院 教授 | |||
2016.09--2022.08 | 华南理工大学数学学院 | 副教授 | |
2015.07--2016.08 | 华南理工大学数学学院 | 博士后副研究员 | |
2013.06--2015.07 | 华南理工大学 自动化科学与工程学院 | 博士后 | |
访问经历 | |||
2019.09--2020.12 | 美国杨百翰大学 | 访问学者 | |
2019.07--2019.07 | 芬兰赫尔辛基大学 | 访问学者 | |
2011.09--2013.01 | 美国犹他州立大学 | 联合培养博士生 | |
教育经历 | |||
2008.07--2013.06 | 华南理工大学 | 应用数学 | 获理学博士学位(硕博连读) |
2004.09--2008.06 | 北京交通大学 | 信息与计算科学 | 获理学学士学位 |
主讲课程
本科生:《数学模型》、《微积分》、《数学建模方法概论》、《常微分方程》
研究生:《随机分析》、《数学建模与数学实验》
主要研究方向:随机微分方程的随机吸引子、不变流形、不变测度及随机混沌
欢迎对以上研究内容有兴趣的同学报考我的硕士或博士研究生
欢迎已经取得博士学位的青年学者来我们组做博士后,待遇从优
主持的科研项目 |
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9. | 粗糙微分方程的随机吸引子、不变流形与随机混沌的研究 | 在研 |
| 国家自然科学基金面上项目(NO. 12271177), 2023.01--2026.12 |
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8. | 分数Brown运动驱动的随机微分方程的随机吸引子、遍历性与随机混沌的研究 | 已结题 |
国家自然科学基金面上项目(NO. 11871225), 2019.01--2022.12 | ||
7. | 分数Brown运动与随机动力系统专题讲习班 | 已结题 |
| 国家自然科学基金数学天元项目(NO. 11911530750), 2021.01--2021.12 |
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6. | 分数Brown运动驱动的随机微分方程随机分岔与遍历性的研究 国家自然科学基金青年项目(NO. 11501216), 2016.01--2018.12 | 已结题 |
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5. | 分数随机微分方程的随机吸引子与随机混沌的研究 | 已结题 |
| 广东省自然科学基金面上项目(NO. 2019A1515011350), 2019.09--2022.09 |
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4. | 随机一致吸引子的存在性与Morse分解的研究 | 已结题 |
| 广州市基础与应用基础研究项目(NO. 202102080421), 2021.05--2023.05 |
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3. | 分数Brown运动驱动的随机微分方程的复杂动力学研究 | 已结题 |
| 中国博士后科学基金(NO. 2014M550434), 2014.05--2015.07 |
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2. | 非Markov型随机微分方程的复杂动力学研究 | 已结题 |
| 中央高校基本业务费项目(NO. 2018MS58), 2018.09--2020.08 |
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1. | 随机微分方程的动力学分析与应用 | 已结题 |
| 中央高校基本业务费项目(NO. 2014ZB0033), 2013.11--2015.11 |
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科研获奖情况 | ||
2. | 2014年广东省优秀博士学位论文 | |
1. | 2014年华南理工大学优秀博士学位论文 | |
学术论文 | ||
34. | C. Zeng, J. Shen, Invariant foliations for stochastic partial differential equations with non-dense domain, Proceedings of the American Mathematical Society, 150, 2022, 2483-2499. | |
33. | Z.Li, C. Zeng, J. Huang, Mean-square invariant manifolds for ill-posed stochastic evolution equations driven by nonlinear noise. Journal of Differential Equations, 313, 2022, 382-419. (通讯作者) | |
32. | Z. Li, C. Zeng, Center manifolds for ill-posed stochastic evolution equations, Discrete & Continuous Dynamical Systems - B, 27, 2022, 2483-2499. (通讯作者) | |
31. | G. Li, C. Zeng, LaSalle-type theorems for stochastic functional differential equations with Markovian switching, Stochastic Analysis and Applications, 40, 2022, 118-132. (通讯作者) | |
30. | C. Zeng, X. Lin, H. Cui, Uniform attractors for a class of stochastic evolution equations with multiplicative fractional noise, Stochastics and Dynamics, 21, 2021, NO. 2150020. | |
29. | B. Liao, C. Zeng, Local stable manifolds for nonlinear planar fractional differential equations with order 1<α<2, Mathematical Methods in the Applied Sciences, 44, 2021, 8150-8165. (通讯作者) | |
28. | X. Lin, C. Zeng, Morse decompositions of uniform random attractors, Journal of Differential Equations, 293, 2021, 23-47. (通讯作者) | |
27. | C. Zeng, Mean exit time and escape probability for the Ornstein-Uhlenbeck process, Chaos, 30, 2020, 093127. | |
26. | Y. Xiao, C. Zeng, Nonlocal dynamics in a gene regulatory system with tempered stable Lévy noise, Communications in Nonlinear Science and Numerical Simulation, 84, 2020, 105178. (通讯作者) | |
25. | C. Zeng, X. Lin, J. Huang, Q. Yang, Pathwise solution to rough stochastic lattice dynamical system driven by fractional noise, Communications on Pure and Applied Analysis, 19(2), 2020, 811-834. | |
24. | C. Zeng, B. Liao, J. Huang, Dynamics of the stochastic chemostat model with Monod-Haldane response function, Journal of Nonlinear Modeling and Analysis, 1(3), 2019, 335-354. | |
23. | P. Xu, J. Huang, C. Zeng, Ergodicity of stochastic Rabinovich systems driven by fractional Brownian motion, Physica A, 546, 2019, 122955. | |
22. | P. Xu, C. Zeng, J. Huang, Well-posedness of the time-space fractional stochastic Navier-Stokes equations driven by fractional Brownian motion, Mathematical Modelling of Natural Phenomena, 13(1), 2018, 11. | |
21. | H. Zhu, C. Zeng, A novel chaotification scheme for fractional system and its application, Journal of Computational and Applied Mathematics, 339, 2018, 275-284. (通讯作者) | |
20. | T. Shen, J. Huang, C. Zeng, Time fractional and space nonlocal stochastic boussinesq equations driven by Gaussian white noise, Discrete & Continuous Dynamical Systems - B, 23 (4) , 2018, 1523-1533. | |
19. | X. Lin, B., C. Zeng, The Onset of Chaos via Asymptotically Period-Doubling Cascade in Fractional Order Lorenz System, International Journal of Bifurcation and Chaos, 27(13), 2017, 1750207. (通讯作者) | |
18. | K. Cao, C. Zeng, Y.Q. Chen, D. Yue, Fractional Decision Making Model for Crowds of Pedestrians in Two-Alternative Choice Evacuation, IFAC PAPERSONLINE, 50(1), 2017, 11764-11769. | |
17. | C. Zeng, Q. Yang, Bifurcation dynamics of the tempered fractional Langevin equations, Chaos, 26(8), 2016, 084310. | |
16. | H. Wen, Y. Rong, C. Zeng, W. Qi, The effect of the driver's characteristics on the stability of traffic flow under honk environment, Nonlinear Dynamics, 84, 2016, 1517-1528. | |
15. | C. Zeng, Q. Yang, Dynamics of the stochastic Lorenz chaotic system with long memory effects, Chaos, 25(12), 2015, 123114. | |
14. | C. Zeng, Y.Q. Chen, Global Pade approximations of the generalized Mittag-Leffler function and its inverse, Fractional Calculus and Applied Analysis, 18(6), 2015, 1492-1506. | |
13. | A. Gu, C. Zeng, Y. Li, Synchronization of systems with fractional environmental noises on finite lattice, Fractional Calculus and Applied Analysis, 18(4), 2015, 891-910. | |
12. | J. Wang, C. Zeng, Synchronization of fractional-order linear complex networks, ISA Transactions, 55, 2015, 129-134. | |
11. | J. Cao, Z. Huang, C. Zeng, Weighted pseudo almost automorphic classical solutions and optimal mild solutions for FDEs and application, Journal of Mathematical Chemistry, 52(7), 2014, 1984-2012. | |
10. | C. Zeng, Y.Q. Chen, Optimal random search, fractional dynamics and fractional calculus, Fractional Calculus and Applied Analysis, 17(2), 2014, 321-332. | |
9. | Q. Yang, C. Zeng, C. Wang, Fractional noise destroys or induces a stochastic bifurcation, Chaos, 23(4), 2013, 043120. | |
8. | L. Yuan, Q. Yang, C. Zeng, Chaos detection and parameter identification in fractional-order chaotic systems with delay, Nonlinear Dynamics, 73(1-2), 2013, 439-448. | |
7. | C. Zeng, Y.Q. Chen, Q. Yang, Almost sure and moment stability properties of fractional order Black-Scholes model, Fractional Calculus and Applied Analysis, 16(2), 2013, 317-331. | |
6. | P. Guo, C. Zeng, C. Li, Y.Q. Chen, Numerics for the fractional Langevin equation driven by the fractional Brownian motion, Fractional Calculus and Applied Analysis, 16(1), 2013, 123-141. | |
5. | J. Wang, C. Zeng, Robust H-infinity control for uncertain systems with heterogeneous time-varying delays via static output feedback, Chinese Physics B, 21(11), 2012, 110206. | |
4. | C. Zeng, Y.Q. Chen, Q. Yang, The fBm-driven Ornstein-Uhlenbeck process: Probability density function and anomalous diffusion, Fractional Calculus and Applied Analysis, 15(3), 2012, 479-492. | |
3. | C. Zeng, Q. Yang, Y.Q.Chen, Solving nonlinear stochastic differential equations with fractional Brownian motion using reducibility approach, Nonlinear Dynamics, 67(4), 2012, 2719-2726. | |
2. | Q. Yang, C. Zeng, Chaos in fractional conjugate Lorenz system and its scaling attractors, Communications in Nonlinear Science and Numerical Simulation, 15(12), 2010, 4041-4051. | |
1. | C. Zeng, Q. Yang, A fractional order HIV internal viral dynamics model, Computer Modeling in Engineering & Sciences, 59(1), 2010, 65-78. |
学术服务:
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