叶志勇

硕 导 个 人 简 介

 

u  个人简介

叶志勇,教授,硕士生导师。重庆市数学会常务理事,重庆市工业与应用数学会理事。1989.09-1992.07,获得华东师范大学应用数学专业硕士学位;2002.04-2005.06,获得上海交通大学应用数学专业博士学位。1992.07至今重庆理工大学理学院教师。在国内外重要刊物如NonlinearAnalysis-RWAJournal of Franklin InstituteChaos SolitonsFractalsChinesePhysics BChinese Annals of Mathmatics等发表论文30余篇,发表论文共被他人引用100余次。

u  研究领域

微分方程与动力系统、动力学与控制

u  承担的主要项目

[1]网络化多智能体系统的包含控制问题研究,重庆市科委项目,2016.07-2019.07, 主研 

[2]混杂调和振子网络系统的协调控制,重庆市教委项目,2015.07-2018.07, 主研 

[3]基于复杂转移概率的广义Markov 跳变系统的有限时间稳定与镇定研究,重庆市教委项目, 2015.07-2018.07,主研 

[4]基于复杂转移概率的广义Markov 跳变系统的有限时间稳定与镇定研究,重庆市教委项目, 2015.07-2018.07,主研 

[5]行车荷载作用下沥青路面破裂分析, 横向合作项目, 2015.06-2017.07,主持

[]重庆市九龙坡区2011年中民意调查与统计分析横向合作项目, 2011.08-2012.07,主研。 

[]合金钢力学性能与化学成分关系的研究,横向合作项目, 2008.08-2010.07,主持。

[]几何奇摄动理论与应用的研究,重庆市科委项目,2007.07-2009.07, 主持

u  代表性成果

u  [1]张贺,季慧慧,叶志勇*,田森平,张华,李成龙 Impulsive consensus of multi-agentsystems with stochastically switching topologies[J]. Nonlinear Anal. Hybrid Syst.26 (2017), 212–224. (SCI)

[2]叶志勇,陈云根,张华。Distributed consensus ofdelayed multi-agent systems with nonlinear dynamics via intermittent controlAsian Journal of Control,2016, 183),964-975

[3] 张贺,季慧慧,叶志勇*,田森平。Passivity analysis ofMarkov jump BAM neural networks with mode-dependent mixed time-delays viapiecewise-constant transition ratesJournal of Franklin Institute,2016,25361436-1459

[4]叶志勇,季慧慧,张贺。Passivity analysis of Markovianswitching complex dynamic networks with multiple time-varying delays andstochastic perturbationsChaos SolitonsFractals,2016,83147-157

[5]叶志勇,张贺,张宏宇,张华,吕贵臣。Mean square stabilizationand mean square exponential stabilization of stochastic BAM neural networkswith Markovian jumping parametersChaos SolitonsFractals,201573156-165

[6]叶志勇,陈云根,张华。Leader-following consensus ofmulti-agent systems with time-varying delays via impulsive controlMathematical Problems in Engineering20142014(3)1-10

[7]叶志勇,邓存兵。Adaptive synchronization to a generalnon-autonomous chaotic system and its applicationsNonlinear Analysis-RWA20122012(13)840-849

[8]叶志勇,杨珖,邓存兵。Time-delay feedback controlin a delayed dynamical chaos system and its applicationChinese Physics B, 2011, 20(1):82-86.

[9]叶志勇,韩茂安。 Bifurcations ofInvariant Tori and Subharmonic Solutions of Singularly Perturbed SystemChinese Annals of Mathmatics 2007, 282, 135–148

[10]叶志勇,韩茂安。Singular limit cyclebifurcations to closed orbits and invariant toriChaos Solitons & Fractals, 2006 273),758-767.

[11] 叶志勇,韩茂安。一类奇摄动系统奇异极限环的不变环面分支数学年刊:中文版,2006, 27(4),449-458

 

u  联系方式

u  电话:15802337248E-mailyezy@cqut.edu.cn