一分时时彩

郭 伟 教 授

 

姓名: 郭伟

性别: 男 学位: 博士 政治面貌: 民进会员  职称: 教授 系别: 应用数学系  

办公电话: 64493681 

 

所授课程:

最优化理论与方法、概率论与数理统计、线性代数、数学建模、数学分析、 高等数学

 

工作经历及访问一分时时彩

 

2015年9月-2016年9月加州大学圣地亚哥分校                访问学者

 

2014年7月-2014年9月南非金山大学                         访问学者

 

2013年1月-至今  对外经济贸易大学                          教授

 

2009年1月-2012年12月对外经济贸易大学                    副教授

 

2007年2月-2007年9月  南非金山大学                       博士后

 

2006年8月-2008年12月对外经济贸易大学                    讲师

 

 

主要奖励

2011年获“北京市大学生数学建模与计算机应用竞赛优秀指导教师”荣誉称号

2014年获“学校科研标兵”

 

主要项目

1. 国家自然科学基金面上项目 “偏微分控制系统的自适应误差反馈输出调节问题 ” 2020/01-2023/12 项目批准号: 61973084, 主持

2. 国家自然科学基金面上项目 “二阶弹性振动系统的自适应边界反馈镇定与参数估计”, 2014/01-2017/12 项目批准号: 61374088,  主持

3. 国家自然科学基金面上项目 “一类预解非紧无穷维系统的研究”,2011/01-2013/12,参加

4. 对外经济贸易大学杰青培育项目, 2015/01-2016/12,主持

5. 对外经济贸易大学应用数学创新团队,2011/01-2013/12,带头人

6. 校级一般课题“弹性振动系统的自适应边界镇定及参数在线辨识”,2009/01-2010/01,主持

学术兼职

美国数学会评论员,国际期刊Journal of Algorithms and Optimization编委, 第八届校学术委员会委员

 

期刊论文

 

27. W. Guo and F. F. Jin, Adaptive error feedback regulator design for 1D heat equation with unknown harmonic disturbance anti-collocated with control, IEEE Transactions on Automatic Control, 65(2020), 824-830.

 

26. W. Guo and F.F. Jin, Adaptive error feedback regulator design for 1 D heat equation, Automatica, 113(2020), 108810.

 

25. F, F. Jin and W. Guo*, Boundary state feedback exponential stabilization for a one-dimensional wave equation with velocity recirculation, Automatica, 113(2020), 108796.

 

24.W. W.  Liu, W.  Guo* and J.M. Wang, Backstepping-based adaptive error feedback regulator design for one-dimensional reaction-diffusion equation, Journal of Mathematical Analysis and Application, 484(2020) 123666, 20 pp

 

23. C. H. Jia, W. Guo *and D. Luo, Parameter estimation and output feedback stabilization for the linear Korteweg-de Vries equation with disturbed boundary measurement, ESAIM-Control Optimisation and Calculus of Variations, 25 (2019), Article no. 76, 22pp.

 

22. W. Guo and H. C. Zhou, Adaptive Error Feedback Regulation Problem for an Euler--Bernoulli Beam Equation with General Unmatched Boundary Harmonic Disturbance, SIAM Journal on Control and Optimization, 57( 2019), 1890-1928.

 

21. H.C, Zhou and W. Guo*, Output feedback exponential stabilization of one-dimensional wave equation with velocity recirculation, IEEE Transactions on Automatic Control, 11(2019)4599–4606

 

20. H.C, Zhou and W. Guo*, Performance output tracking and disturbance rejection for an Euler-Bernoulli beam equation with unmatched boundary disturbance, Journal of Mathematical Analysis and Applications, (470)2019, 1222-1237.

 

19.  W. Guo, H.C, Zhou and M. Krstic, Adaptive error feedback regulation problem for 1D wave equation, International Journal of Robust and Nonlinear Control, 28(2018)4309–4329.

 

18. L.-L. Su, W. Guo*, J.-M. Wang, and M. Krstic, Boundary stabilization of wave equation with velocity recirculation, IEEE Transactions on Automatic Control, (62)2017, 4760–4767

 

17. W. Guo, Z.-C. Shao, and M. Krstic, Adaptive rejection of harmonic disturbance anticollocated with control in 1D wave equation, Automatica, (79)2017,17-26.

 

16. W. Guo, Y.L. Chen and H. Y. Feng, Output feedback stabilization for a Kirchhoff-type nonlinear beam with general corrupted boundary observation, International Journal of Robust and Nonlinear Control, 27(2017), 3280–3295.

 

15. W. Guo and Z.-C. Shao, Backstepping approach to the adaptive regulator design for a one-dimensional wave equation with general input harmonic disturbanceJournal of System Science and Complexity, 30(2017), 253-279.

 

14. W.Guo and B. Z. Guo, Performance output tracking for a wave equation subject to unmatched general  boundary  harmonic disturbance,  Automatica, 68(2016), 194-202.

 

13 W. Guo and B. Z. Guo, Parameter Estimation and non-collocated adaptive stabilization for a wave equation with general boundary harmonic disturbance, IEEE Transactions on Automatic Control, 58(2013), 1631-1643 (regular paper

 

12. W.Guo and B.Z. Guo,  Adaptive output feedback stabilization for one-dimensional wave equation with corrupted observation by harmonic disturbance, SIAM Journal on Control and Optimization, 51(2013), 1679–1706  

 

11 Z. C. Shao and W. Guo, Boundary stabilization of nonlinear vibrations of a flexible   structure  on a Riemannin manifold, Journal of dynamical and control Systems ,19 (2013), 287-299.

 

10. W. Guo and B. Z. Guo, Stabilization and regulator design for a one-dimensional unstable wave equation with input harmonic disturbance, International Journal of Robust and Nonlinear Control, 23(2013), 514-533.

 

9. W. Guo and Z.C. Shao, Strong stabilization of an unstable wave equation by boundary feedback with only displacement observation, IEEE Transactions on Automatic Control57(2012), 2367 – 2372 

 

8.W. Guo, B. Z. Guo and Z. C. Shao, Parameter estimation and stabilization for a wave equation with boundary output harmonic disturbance and non-collocated control, International Journal of Robust and Nonlinear Control, 21(2011), 1297-1321 

 

7. W.Guo and B. Z. Guo, Parameter  estimation and stabilization for a one-dimensional wave equation with boundary output constant disturbance and non-collocated control, International Journal of Control,  84(2011), 381-395

 

6. B.Z.Guo and W. Guo, The strong stabilization of a one-dimensional wave equation by non-collocated dynamic boundary feedback control,  Automatica , 45 (2009), 790-797

 

5 W.Guo and M. J. Ying , Dynamic boundary feedback stabilization for an Sine-Gordon  equation, Mathematics in Practice and Theory, 38(2008), 194-200 (in Chinese) 

 

4. B. Z. Guo and W. Guo, Adaptive stabilization for a Kirchhoff-type nonlinear beam under boundary output feedback control, Nonlinear Analysis: Theory, Method & Applications, 66(2007), 427-441 

 

3.B. Z. Guo and W. Guo, Stabilization and parameter estimation for an Euler-Bernoulli beam equation with uncertain harmonic disturbance under boundary output feedback control, Nonlinear Analysis, Theory, Method & Applications, 61(2005), 671-693 

 

2.B. Z. Guo and W. Guo, High-gain adaptive regulator for a string equation with uncertain harmonic disturbance under boundary output feedback control, Journal of Control Theory and Applications, 1(2003), 35-42

 

1. W. Guo, A generalization and application of Ascoli-Arzala theorem, Journal of Systems and Mathmatical Sciences, 2(2002),115-122 (in Chinese)

 

国际会议论文

 

6.W.W. Liu W. Guo and J.M. Wang, Adaptive error feedback output regulation for parabolic PDEs with unknown disturbance, 2019 12th Asian Control Conference (日本福冈)

 

5.H.Y.P. Feng, B.Z. Guo and W. Guo, DisturbanceEstimator Based Output Feedback Stabilizing Control for an Euller-Bernolli Beam Equation with Boundary Uncertainty, Proccedings of 2017 IEEE 56th Annual Conference on Decesion and Control (澳大利亚墨尔本)

 

4.W. Guo and M. Krstic, Finite-dimensional adaptive error feedback output regulation for 1D wave equation Proceedings of 2017 IFAC (International Federation of Automatic Control) 20th World Congress法国图卢兹)

 

3. W. Guo, B. Z. Guo and F.F. Jin Performance output tracking and disturbance rejection for one-dimensional wave equation with boundary disturbance, Proceedings of the 2015 IEEE 54th Annual Conference on Decision and Control, 1912-1916. (日本大阪)

 

2.W. Guo and B. Z. Guo, Parameter estimation and stabilization for an unstable one-dimensional wave equation with boundary Input harmonic disturbances, Proceedings of the 2012 America Control Conference,  634-639 (加拿大蒙特利尔)

 

1.W. Guo and B. Z. Guo, Identification and stabilization for a one-dimensional wave equation with boundary output unknown constant and non-collocated control, Proceedings of IEEE Conference on Decision and Control, 2009, 4523-4528 (中国上海)

 

 

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