个人简历

2011年6月于武汉大学数学与统计学院获博士学位。从2008年开始一直从事抛物型微分方程及其控制理论的研究。近年来发表多篇学术论文，其中在控制论顶级杂志《IEEE Trans. on Automatic Control》、 《Automatica》、《SIAM Journal on Control and Optimization》，以及《Systems &Control Letters》。作为负责人主持完成一项国家自然科学基金资助项目和两项河南省自然科学基金面上项目。

工作经历:

2017.12-2018.12    美国辛辛那提大学公派访问学者，

2017.09-2017.11    日本东京大学访问学者，

2013.06-2015.06    南非金山大学博士后，

2011.7至今：      河南师范大学数学与信息科学学院，副教授，硕士生导师

   社会兼职

   研究方向

   科研成果与奖励

   科研项目

1,项目名称：  离散Laplace算子的唯一连续性质及其及其在控制理论中的应用（30万），国家自然科学基金(编号：U1205105)，2013.1-2015.12.主持.

2,项目名称:  控制通道带干扰项的随机热传导方程的镇定(10万). 河南省自然科学基金面上项目(编号: 162300410176), 2017.01-2019.12.主持.

3,项目名称:  河南师范大学面上培育项目(10万). (编号: 2019PL15), 2019.01-2021.12.主持.

4,项目名称:带干扰的抛物方程控制系统的镇定(10万).河南省自然科学基金面上项目(编号: 202300410248),  2020.01-2021.12，主持.

5，项目名称:  河南省教育厅自然科学研究计划项目.  (编号: 12B120006), 2012.01-2013.12, 主持

   论文著作

1、G. Wang,郑国杰,The optimal control to restore the periodic property of a linear evolution system with small perturbation, Discrete and continuous Dynamical Systems-Series B,14, (2010)1621–1639. ( SCI三区)

2、G. Wang, 郑国杰,An Approach to the Optimal Time for a Time Optimal Control Problem of anInternally Controlled Heat Equation,  SIAM J. Control Optim., (50)2012, 601–628.(SCI二区，EI，通讯作者)

3 郑国杰, B. Ma, A time optimal control problem of some linear switching controlled ordinary differential equations,Advances in Difference Equations, (1), 2012, 1-7. (SCI三区)

4 郑国杰,X. Yu,The controllability for the semi-discrete wave equation with a finite element method.Advances in Difference Equations, (1) 2013, 1-8. (SCI三区)

5 郑国杰,J. Yin,Numerical approximation for a time optimal control problems governed by semi-linear heat equations, Advances in Difference Equations, (1) 2014, 1-7. (SCI三区)

6 郑国杰, M. Ali, Observability estimatefor the fractional order parabolic equations on measurable sets, Abstract Applied Analysis, (1) 2014, 1-6. (SCI二区)

7 郑国杰, B.Z. Guo, M. Ali,Stability of Optimal Control of Heat Equation withSingular Potential,System and Control Letters, 74(2014),18-23. (SCI三区)

8 郑国杰, B.Z. Guo, M. Ali, Continuous Dependence of Optimal Controlto Controlled Domain of Actuatorfor Heat Equation, System and Control Letters,79 (2015) 30–38. (SCI三区)

9  J. Liu, 郑国杰，Montaz Ali， Stability analysis of the anti-stable heat equation with uncertain disturbance on the boundary, Journal of Mathematical Analysis and Applications，428(2015)， 1193–1201. (SCI二区，通讯作者)

10 X. Yu, 郑国杰, C. Xu, The C-regularized semigroup method for partial differential equations with delays, Discrete and continuous Dynamical Systems-Series A, 36 (2016), 5163-5181. ( SCI三区)

11 郑国杰,J. Li,Stabilization for the multi-dimensional heat equation withdisturbance on the controller,Automatica,82 (2017), 319-323.（SCI一区, Top）

12 郑国杰, K. Li, J. Li,Quantitative unique continuation for the linear coupled heat equations, Journal of Inequalities and Applications , 1 (2017), 1-17. (SCI三区)

13.郑国杰, K. Li, Y. Zhang, Quantitative Unique Continuation for the Heat Equations with  Inverse Square Potential,  Journal of Inequalities and Applications ,  1 (2018), 1-17. ( SCI三区)

14. G. Zheng, J. Xiong, X. Yu, and  C. Xu,  Stabilization for infinite dimensional switched linear systems,  IEEE Trans. on  Automatic Control,  65（2020）,  5456 - 5463. ( SCI二区，Top)

15.郑国杰, D. Xu, and  T. Wang,  A unique continuation property for a class of parabolic differential inequalities in a bounded domain, Communications on Pure and Applied Analysis,  （2020）, accepted.  doi:10.3934/cpaa.2020280  ( SCI三区)