郑国杰

河南师范大学副教授

郑国杰，男，博士学位，现任河南师范大学副教授，硕士生导师。主要研究方向为偏微分方程及其控制理论。

中文名

郑国杰

学位/学历

博士

职业

教师

职务

河南师范大学副教授

人物经历

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

主要成就

科研成就

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

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)