1基本情況

石磊，男，1984年9月生，湖南衡陽人，博士，講師。2020年7月畢業于南京航空航天大學，獲應用數學專業博士學位。主持省級科研項目1項，參與國家自然科學基金項目2項。發表學術論文13篇，其中SCI論文9篇（一區TOP論文3篇）。

聯系地址：廣西桂林市建幹路12号，9728太阳集团首页理學院，郵編：541004

電子郵址：330916253@qq.com

研究方向

複雜網絡、神經網絡、動力系統控制、生物數學

2主要經曆

教育經曆

   (1) 2016-09至2020-07, 南京航空航天大學, 應用數學, 博士
   (2) 2007-09至2010-06, 雲南大學, 計算數學, 碩士,
   (3) 2003-09至2007-07, 雲南大學, 信息與計算科學, 學士

工作經曆

   (1) 2021-01至今, 9728太阳集团首页, 理學院, 講師
   (2) 2012-09至2016-08, 紅河學院, 數學學院, 講師
   (3) 2010-08至2012-09, 紅河學院, 數學學院, 助教

3講授課程

《操作系統》、《運籌學》

4.科研論文

[1] Lei Shi(石磊), Xinsong Yang, Yingchun Li, Zuzhen Feng, Finite-time synchronization of nonidentical chaotic systems with multiple time-varying delays and bounded perturbations, Nonlinear Dynamics, 2016, 83(1-2): 75-87. (SCI 一區 TOP 期刊, WOS 被引 53 次)

[2] Lei Shi(石磊), Hongyong Zhao, Daiyong Wu, Dynamical analysis for a reaction-diffusion HFMD model with nonsmooth saturation treatment function, Communications in Nonlinear Science and Numerical Simulation, 2021, 95: 1-37. (SCI 一區 TOP 期刊)

[3] Lei Shi(石磊), Hongyong Zhao, Daiyong Wu, Modelling and analysis of HFMD with the effects of vaccination, contaminated environments and quarantine in mainland China, Mathematical Biosciences and Engineering, 2019, 16(1): 474-500. (SCI 期刊)

[4] Lei Shi(石磊), Hongyong Zhao, Daiyong Wu, Modeling periodic HFMD with the effect of vaccination in mainland China, Complexity, 2020, 2020: 1-18. (SCI 期刊)

[5] Hongyong Zhao, Lei Shi(石磊), Jing Wang, Kai Wang, A stage structure HFMDmodel with temperature-dependent latent period, Applied Mathematical Modelling, 2021, 93: 745-761. (SCI 一區 TOP 期刊)

[6] Lei Shi(石磊),, Zhao Hongyong, and Wu Daiyong, A reaction-diffusion HFMD model with nonsmooth treatment function, Advances in Difference Equations 2021, (1): 130. (SCI 期刊)

[7] Yingchun Li, Xinsong Yang, and Lei Shi(石磊). Finite-time synchronization for competitive neural networks with mixed delays and non-identical perturbations, Neurocomputing, 2016, 185: 242-253. (SCI 期刊)

[8] Xue Qin, Lei Shi(石磊), Zou Yi, et al. Synchronization of Discrete-Time Switched 2-D Systems with Markovian Topology via Fault Quantized Output Control. Neural Processing Letters,2021:1-16. (SCI 期刊)