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袁朝晖

发布时间:2018-07-09 17:14    浏览次数:    来源:

                       

职称:      教授

学位/学历: 应用数学专业博士

地址:      湖南大学开元棋牌学院301

E-Mail:     zhaohuiyuan@hnu.edu.cn

 

研究方向:

泛函微分方程理论与应用;生物数学;微分方程与动力系统

 

教育背景:

2000.09-2003.06,湖南大学应用数学,博士研究生

1997.09-2000.06,  湖南大学应用数学,硕士研究生

 

工作经历

2011.01-现在, 开元棋牌,教授

2008.09-2010.06,中南大学开元学院,博士后

2009.12, 匈牙利Szeged大学Bolya研究所,访问教授(政府间合作项目)

2009.12,匈牙利Panonia大学数学系,访问教授(政府间合作项目)

2006.09-2007.08,加拿大Western Ontario University,博士后

2005.06-2010.12, 开元棋牌,副教授

2002.06-2005.05, 开元棋牌,讲师

2000.09-2002.05, 开元棋牌,助教

学术论文

[1]  Cuifang LvLihong HuangZhaohui Yuan*Global stability for an  HIV-1 infection model with Bedington-DeAngelis incidence rate and CTL immune response Communications in Nonlinear Science & Numerical Simulation2014191):121-127.

[2] Zhaohui Yuan, Xingfu ZouGlobal  threshold dynamics in an HIV virus model

with nolinear infection rate and distributed invasion and production delays

Mathematical Biosciences and Engineering2013102):483-498. 

[3] Zhaohui YuanZhongjun MaXianhua TangGlobal stability of a  delay HIV

 Infection model with nonlinear incedence rateNonlinear Dynamics201268

1):207-214.

[4]  Zhaohui YuanXingfu ZouCo-invasion waves in a reaction  diffusion model for competing pioneer and climax speciesNonlinear Analysis: Real World

Applications2010111):232-245.

[5]  Zhaohui YuanLin WangGlobal stability of epidemiological models with group  mixing and nonlinear incidence rateNonlinear Analysis: Real World

Applications2010112):995-1004.

[6]  Zhaohui YuanXingfu ZouGlobal threshold property in an  epidemic mode for

disease with latency spreading in a heterogeneous host populationNonlinear

 Analysis: Real World Applications2010115):3479-3490.

[7]  Cuifang LvZhaohui Yuan*Stability analysis of delay differential equation models of HIV-1 therapy for fighting a virus with another virusJournal of Mathematical Analysis and Applications2009352672-683.

[8]  Xuemei LiZhaohui YuanExistence of periodic solutions and closed invariant curves in a class of discrete-time cellular neural networksPhysica D20092381627-1658

[9]  Zhaohui YuanLifen YuanLihong HuangDewen HuBoundednessand  global

convergence of non-autonomous neural networks with variable delaysNonlinear

Analysis: Real World  Applications2009102195-2206.

[10] Zhaohui YuanLihong HuangDewen HuBingwen LiuConvergence  of nonautonomous Cohen-Grossberg- Type neural networks with variable delaysIEEE Transactions on Neural Networks2008191):140-147.

[11] Bingwen LiuZhaohui YuanExponential convergence of cellular neural networks with continuously distributed delaysInternational Journal of Bifurcation and Chaos20071712):4403-4408.

[12] Zhaohui YuanLifen YuanExistence and global convergence of  periodic solution of delayed neural networksMathematical and Computer Modelling200848101-113.

[13] Zhaohui YuanLifen YuanDynamics of periodic Cohen-Grossberg  neural networks

with varying delaysNeurocomputing200670164-172.

[14] Zhaohui Yuan Dewen HuLihong HuangGuohua DongExistence and global exponential stability of periodic solution for Cohen-Grossberg neural networks with delaysNonlinear Analysis: Real World Applications20067572-590.

[15] Zhaohui YuanDewen HuLihong HuangGuohua DongOn the global asymptotic stability analysis of delayed neural networksInternational Journal of Bifurcation and Chaos20051512):4019-4025.

[16]  Zhaohui YuanDewen HuLihong HuangStability and bifurcation  analysis on

discrete-time neural networkJournal of Computational and Applied Mathematics20051771):89-100.

[17] Zhaohui YuanLihong HuangAll solutions of a class  discrete-time systems are eventually periodicApplied Mathematics and Computation2004158537-546.

[18] Zhaohui YuanLihong HuangDewen HuStability and bifurcation  analysis on a  discrete-time system of two neuronsApplied Mathematics Letters2004171239-1245.

[19] Zhaohui YuanLihong HuangConvergence and periodicity in a discrete-time network of two neurons with self-connectionsComputers & Mathematics with

Applications2003461337-1345.

[20] Zhaohui YuanLihong HuangYuming ChenConvergence and  periodicity of

solutions for a discrete-time network model of two neurons, Mathematical

and Computer Modelling200235941-950.

 

科研项目:

1.国家自然科学基金面上项目,61573003,基于忆阻的集群神经动力学分析及其在

优化中的应用, 2016/01-2019/12, 参加.

2. 湖南省创新平台与人才计划基金, 2015JC3050, 斑块环境中的传染病模型动力学研究, 2015/01-2017/12,主持.

3. 湖南省高校创新平台开放基金,13K012,基于传染病动力学的时滞微分方程理论 与应用研究,2013/01-2015/12, 主持.

4  湖南省自然科学基金,09JJ3009,多群体间传播的传染病动力学研究,2009/01-2010/12, 主持

5. 中国博士后科学基金,20090461025,时滞依赖于状态的泛函微分方程研究,2009/01-2010/12,主持.

6. 教育部留学回国人员基金,教外司留[2008]890号,时滞微分差分方程的动力学研

究,2008/01-209/12,主持.

7. 国家自然科学基金青年项目,10601016,对称泛函微分方程局部分岔理论与应用研

究,2007/01-2009/12,参加.

8. 国家自然科学基金面上项目,10371034,具非光滑信号传输的神经网络模型的动力

学研究,2004/01-2006/12,参加.

9. 国家自然科学基金面上项目,100771016,微分、差分方程神经网络模型的动力学研究,2001/01-2003/12,参加.

 

主要教授课程:

主讲过的本科生课程:《常微分方程》、《数学分析》、《泛函分析》、《线性代数》、《高等数学》、《概率论与数理统计》、《复变函数》

主讲过的研究生课程:《泛函分析》、《应用泛函分析》、《泛函微分方程》

 

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