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宾红华

发布日期:2020年10月22日 15:22 作者: 访问量:


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姓名:宾红华

 

职务院长

 

职称:教授

 

电子邮箱:hhbin@jmu.edu.cn

 

所属教研室数学与应用数学教研室

 

 

 

  个人简介

 

集美大学理学院院长、教授、硕士生导师,2006年7月毕业于湖南大学数学学院,获理学博士学位。主要从事离散动力系统、复杂网络和切换控制系统研究,获福建省科技进步奖三等奖1项,2014年指导大学生参加美国大学生数学建模竞赛获得国际一等奖。

 

 

  科研(教学)项目、成果及专利等

 

[1] 国家自然科学基金项目,测度链上复杂网络同步的多重稳定性及基于阻碍集的同步控制(排名第3)(61573005),58.8万,2016.1-2019.12  

[2] 国家自然科学基金青年项目,随机泛函微分方程P-均值概周期解多重性及指数型二分性(排名第3)(11101187),23 万元, 2012.1-2015.3  

[3] 福建省教育厅科研项目,几类神经网络动力学性质的研究与应用(JA09152),1 万元,2009.8-2012.6

[4] 福建省自然科学基金项目,时标上时滞微分方程多重稳定性及其应用(2018J01417),5万元,2018.04-2021.04

[5] 福建省自然科学基金项目,测度链上量化反馈控制系统的稳定性分析及其应用(参与 )(2019J01330),5万元,2019.07-2022.06

 

 

  发表论文及著作等情况

 

[1].Honghua Bin and Zhenkun HuangEstimate of Number ofPeriodic Solutions of Second-Order Asymptotically Linear Difference SystemAbstract and Applied AnalysisVolume 2013 (2013),Article ID 707686, 8 pagesISSN1085-3375IDS181FT  

[2]. Honghua BinPeriodic Solutions of Second-Order Difference Problem withPotential Indefinite in SignAbstractand Applied AnalysisVolume 2013 (2013), Article ID 517036, 8 pagesISSN1085-3375IDS128LZ9393  

[3]. Honghua BinSub-harmonics with Minimal Periodsfor Convex Discrete Hamiltonian SystemsAbstract and Applied AnalysisVolume 2013 (2013),Article ID 508247, 9 pagesISSN1085-3375IDS125CY  

[4]. Huang, Zhenkun, Mohamod, Sannay, Bin, HonghuaMultiperiodicityanalysis and numerical simulation of discrete-time transiently chaoticnon-autonomous neural networks with time-varying delays,COMMUNICATIONSIN NONLINEAR SCIENCE AND NUMERICAL SIMULATION 2010/5,5(15), 1348 - 1357  1000003347130  

[5].Honghua Bin and Zhenkun Huang. Boundary value problems fordiscrete Hamiltonian systems. 2009 World Congress on Software Engineering,5,2009, Xiamen, China20094),424-428  ISBN: 978-0-7695-3570-8  

[6].Z. Huang,S. Mohamad, Honghua Bin, Multistability of HNNs with almost periodicstimuli and continuously distributed delays, International Journal of SystemsScience, 40(2009) 615-625. ISSN0020-7721 , 1000003347125  

[7]. HonghuaBin. Convergence and periodicity in a discrete-time neural networkmodel of two neurons, Journal of Applied Mathematics & Informatics,26(1-2), 2008263-273. ISSN 1598-5857  

[8].JiansheYuHonghuaBinZhimingGuo.  Multiple periodic solutions for discrete Hamiltonian systems.Nonlinear Analysis66( 7),  2007,  1498-1512. ISSN 0362-546X IDS 148BI  

[9].HonghuaBinJiansheYu, Zhiming Guo.  Nontrivial periodic solutions for asymptotically linear resonant difference problem.  Journal of Mathematical Analysis andApplications322(1)2006477488. ISSN0022-247X  SCI: 062YU  

[10].JiansheYuHonghuaBinZhimingGuo. Periodic solutions for discrete convex Hamiltonian systems via Clarkduality. Discrete and Continuous Dynamical Systems153),2006939950.ISSN1078-0947. SCI: 028EU  

[11].HonghuaBinLihongHuangGuangZhang.  Convergence and periodicity of solutions for a class of differencesystems. Advances in Difference Equations42006110. ISSN1687-1839, SCI: 112MT  

[12]. C. Chen, Z. Huang, Honghua Bin, X. Liu,Dynamical analysis of discrete time neural networks with impulsive effect,  Discrete Dynamics in Nature and Society,  2009  doi:10.1155/2009/201068.ISSN1026-0226 ,1000003347126  

[13]. Jinxiang Cai, Huang Zhenkun, HonghuaBin, Exponential stabilityof periodic solution to Wilson-Cowan networks with time-varying delays on timescales, Advances in Artificial Neural Systems,2014(2014),1-10.  

[14]. Honghua Bin, Boyu Wang, Zhenkun Huang* , Global convergence of a class of  networks on time scales, IMA Journal of Mathematical Control and Information, 36(2019), 745-761.

[15]. Yaxian Hong, Honghua Bin, Zhenkun Huang*, Synchronization of state-switching hopfield-type neural networks: A quantized level set approach, Chaos, Solitons & Fractals, 129(2019), 16-24.

 

 

  荣誉奖励及参加学术团体的情况

福建省自然科学奖, 三等奖, 2014),神经网络全局收敛性及多重稳定性研究, (排名第二).

 

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