趙桂華

姓名

趙桂華

職稱

副教授

主要研究領域

隨機控製、隨機微分方程及其應用

電子郵箱

zgh-hit1108@163.com

辦公室

必一体育平台816室

所在部門

必一体育平台數學系

教育背景與工作經歷

教育背景

博士，計算數學，哈爾濱工業大學，2004-2009

學士👨🏿‍🎓，數學與應用數學，哈爾濱工業大學，2000-2004

工作經歷

副教授，上海理工大學，2020-至今

副教授，江蘇科技大學🧕，2019-2020

講師✹，江蘇科技大學，2009-2020

博士後，東南大學博士後流動站，2014-2018

訪問學者，紐約大學🧏🏽‍♀️，2018-2019

科（教）研項目及成果

作為項目負責人獲得國家自然科學青年基金資助🥨。在國內外學術刊物上發表論文10多篇。

1. Gui-Hua Zhao, Hui Liang. Finite-time stability and instability of nonlinear impulsive systems. Advances in Applied Mathematics and Mechanics, 15(1) (2023) 49-68.

2. Gui-Hua Zhao, Shu-Jun Liu. Finite-time stabilization of nonlocal Lipschitzian stochastic time-varying nonlinear systems with Markovian switching. Science China Information Sciences, 65 (2022) 212204:1–212204:21.

3. 張莉娜, 趙桂華. 一類線性帶泊松跳隨機微分方程的有限時間隨機鎮定性. 重慶理工大學學報(自然科學), 35(4) (2021) 215-218.  

4. Gui-Hua Zhao, Stochastic input-to-state stability of stochastic nonlinear systems with Markovain switching, 2020 39th Chinese Control Conference, 938-943.

5. Gui-Hua Zhao, Shu-Jun Liu. Adaptive finite-time stabilization of weak solutions for a class of stochastic nonlinear systems with parametric uncertainty.2018 37th Chinese Control Conference, 1539-1544.

6. Gui-Hua Zhao, Jian-Chao Li, Shu-Jun Liu. Finite-time stabilization of weak solutions for a class of non-local Lipschitzian stochastic nonlinear systems with inverse dynamics. Automatica,98 (2018) 285-295.(regular paper)

7. Gui-hua Zhao, Shu-Jun Liu, Finite-time stabilization for a class of stochastic nonlinear systems with Markovian switching, 2017 Chinese Automation Congress,168-173.

8. Jian-Chao Li, Gui-Hua Zhao, Shu-Jun Liu. Finite-time stabilization for a class of stochastic nonlinear systems with stochastic inverse dynamics. 2016 28th Chinese Control and Decision Conference, 2284-2289.

9. Guihua Zhao. Global output feedback stabilization for a class of uncertain stochastic nonlinear retarded systems with Markovian switching. 2015 34th Chinese Control Conference, 1140-1145.

10. Guihua Zhao, Minghui Song, Zhanwen Yang. Mean-square stability of analytic solution and Euler-Maruyama method for impulsive stochastic differential equations. Applied Mathematics and Computation. 2251 (2015) 527-538.

11. 趙桂華,張海濤,孫波. 隨機脈沖微分方程的p階矩穩定性分析. 黑龍江大學自然科學學報. 31 (2014):747-751.

12. GuihuaZhao, Mingzhu Liu. Numerical methods for nonlinear stochastic delay differential equations with jumps. Applied Mathematics and Computation.233 (2014) 222-231.

13. 趙桂華👨🏽‍💻，李春香,孫波. 帶跳隨機微分方程的Euler-Maruyama方法的幾乎處處指數穩定性和矩穩定性.計算數學. 36 (2014) 65-74.

14. 趙桂華，王黎明. 帶泊松跳馬爾科夫調製隨機微分方程的漸近穩定性. 河北大學自然科學學報，31 (2011) 578-580.

15. Mingzhu Liu, Guihua Zhaoand Minghui Song, Stability of the semi-implicit Euler method for a linear impulsive stochastic differential equation, Dynamics of Continuous, Discrete and Impulsive Systems, Series B: Applications &Algorithms 18 (2011) 123-134.

16. Guihua Zhao, MinghuiSong ,Mingzhu Liu. Exponential stability of Euler-Maruyama solutions for impulsive stochastic differential equations with delay. Applied Mathematics and Computation 215 (2010) 3425-3432.

17. Guihua Zhao, Minghui Song, Mingzhu Liu. Numerical solutions of stochastic differential delay equations with jumps. International Journal of Numerical Analysis and Modeling. 6 (2009) 659-679.

18. Guihua Zhao, Mingzhu Liu. Stability of the Milstein method for the impulsive stochastic differential equation. Journal of Natural Science of Heilongjiang University. 26 (2009) 133-136.    

19. Guihua Zhao, Mingzhu Liu, Wanjin Lv. Exponential p-stability of impulsive stochastic differential equations with delays. Journal of Natural Science of Heilongjiang University. 26 (2009) 722-727.

主講課程

高等數學🪰🙋🏽‍♂️；高等代數

學術活動與社會服務

第一屆不確定性系統分析與仿真專業委員會委員

榮譽