标题：陆君安
简介
陆君安非线性系统理论、混沌控制与同步、复杂网络、科学与工程计算专家。曾获国家自然科学二等奖（项目名称：混沌反控制与广义Lorenz系统族的理论及其应用，第四完成人，2008）、教育部自然科学一等奖（项目名称：几类典型复杂系统的建模、分析与应用，第二完成人，2007)、湖北省自然科学二等奖（项目名称：几类混沌系统的理论、控制及其应用，第一完成人，2006）、国务院政府特殊津贴（1995）等[1]
履历
1962 年从浙江温州二中考入北京大学地球物理系天气动力专业（六年制），1968 年分配到青海高原工作。在部队农场劳动锻炼后，分配到海拔4000 多米的气象站和煤矿工作。1979 年考入武汉水利电力大学攻读应用数学专业研究生，获硕士学位后留校任教。1991 年晋升为教授，1994 年至 2004 年期间先后任武汉水利电力大学应用数学系主任、理学院院长、数理系主任、武汉大学数学与统计学院副院长。
成就
曾获国家自然科学二等奖（项目名称：混沌反控制与广义Lorenz系统族的理论及其应用，第四完成人，2008）、教育部自然科学一等奖（项目名称：几类典型复杂系统的建模、分析与应用，第二完成人，2007)、湖北省自然科学二等奖（项目名称：几类混沌系统的理论、控制及其应用，第一完成人，2006）、国务院政府特殊津贴（1995）等。至今已发表学术论文180余篇，其中被SCI检索80余篇，被SCI他人引用 800 余次。合著3部。已培养博士生12人（获IEEE Best Student Paper Award一名，湖北省优秀博士论文奖两名，全国优秀博士论文提名奖一名），硕士生30余人。
获奖
曾获国家自然科学二等奖（项目名称：混沌反控制与广义Lorenz系统族的理论及其应用，第四完成人，2008）、教育部自然科学一等奖（项目名称：几类典型复杂系统的建模、分析与应用，第二完成人，2007)、湖北省自然科学二等奖（项目名称：几类混沌系统的理论、控制及其应用，第一完成人，2006）、国务院政府特殊津贴（1995）等
主要研究领域
非线性系统理论、混沌控制与同步、复杂网络、科学与工程计算。
发表的部分论文目录
[1]Junchan Zhao, Qin Li, Jun-An Lu and Zhong-Ping Jiang，Topology Identification of complex dynamical networks, CHAOS ,2010,20(2):023119-7
[2]Chen Chen，Jun-an Lu，Xiaoqun Wu，Complex networks constructed from irrational number sequences，Physica A , 389 (2010)：2654-2662
[3]赵军产,陆君安,吴晓群，一般复杂动力网络的优化牵制控制，中国科学: 信息科学，2010，40（6） : 821-830； Junchan Zhao, Jun-An Lu, and XiaoQun Wu, Pinning control of general complex dynamical networks with optimization, Science in China Series F: Information Sciences，2010, Vol. 53 No. 4: 813–822
[4] Hui Liu , Juan Chen, Jun-an Lu, Ming Cao，Generalized synchronization in complex dynamical networks via adaptive couplings ,Physica A ,2010,389 :1759-1770（被PHYSICA A 评为25篇最热门的论文之一Physica A - TOP25 Hottest Articles
[5]Hui Liu, Jun-an Lu, and Jinhu Lu , David John Hill，Structure Identification of Uncertain General Complex Dynamical Networks with Time Delay，Automatica-REGULAR PAPERS, 2009，45：1799－1807
[6] Liang Chen, Jinhu Lü, Jun-an Lu, David John Hill, Local asymptotic coherence of time-varying discrete ecological networks, Automatica, 2009, 45:546-552
[7] Juan Chen, Jun-an Lu, Xiaoqun Wu, and Wei Xing Zheng，generalized synchronization of complex dynamical networks via impulsive control, Chaos，2009（19）： 043119 
[8]Liang Chen, Jun-an Lu, and Chi K. Tse, Synchronization: An Obstacle to Identification of
Network Topology，IEEE Transactions on Circuits and Systems—II: EXPRESS BRIEFSI，2009， 56（ 4）：310－314
[9] Junchan Zhao, Jun-an Lu, and Qunjiao Zhang, Pinning a Complex Delayed Dynamical Network to a Homogenous Trajectory，IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS—II: EXPRESS BRIEFS, 2009，56（6）:514-518
[10] Jin Zhou, Wenwu Yu, Xiumin Li, Michael Small, and Jun-an Lu，Identifying the Topology of a Coupled FitzHugh–Nagumo Neurobiological Network via a Pinning Mechanism，IEEE TRANSACTIONS ON NEURAL NETWORKS, 2009，20(10)：1679-1684
[11] XiuPing Han, Jun-an Lu and XiaoQun Wu， SYNCHRONIZATION OF IMPULSIVELY COUPLED SYSTEMS，International Journal of Bifurcation and Chaos, 2008, 18 (5): 1539-1549
[12] J. Zhou, X. K. Xu, J. Zhang, J. F. Sun, M. Small and J. A. Lu, GENERATING AN ASSORTATIVE NETWORK WITH A GIVEN DEGREE DISTRIBUTION，International Journal of Bifurcation and Chaos，2008，18（11 ）：3495-3502 
[13] Zhou Jin , Lu Jun-an, Lü Jinhu , Pinning adaptive synchronization of a general complex dynamical network ,Automatica , 2008, 44: 996 – 1003
[14]Michael Small，Xiaoke Xu， Jin Zhou，Jie Zhang，Junfeng Sun and Jun-an Lu，Scale-free networks which are highly assortative but not small world，PHYSICAL REVIEW E , 2008, 77:066112 
[15]Jin Zhou , Xiaoqun Wu , Wenwu Yu , Michael Small , and Jun-an Lu，Pinning synchronization of delayed neural networks，Chaos, 2008，18：043111
[16]Qunjiao Zhang, Jun-an Lu, Jinhu Lü, and Chi K. Tse，Adaptive Feedback Synchronization of a General Complex Dynamical Network with Delayed Nodes， IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS—II: EXPRESS BRIEFS, 2008, 55( 2):183-187
[17] Qunjiao Zhang, Jun-an Lu, and Jinhu Lü，Synchronization of a General Delayed Complex Dynamical Network via Adaptive Feedback，Proceedings of 2008 IEEE International Conference on Networking, Sensing and Control ，April 6-8, 2008，Sanya, China, pp.1818-1822，获IEEE Best Student Paper Award. 
[18]Qunjiao Zhang, Jun-an Lu，Full state hybrid lag projective synchronization in chaotic (hyperchaotic) systems，Physics Letters A, 2008, 372 :1416–1421 
[19]Hongwu Tang, Liang Chen1, Jun-an Lu, Chi K. Tse, Adaptive synchronization between two complex networks withnonidentical topological structures , Physica A ,2008,387(22): 5623-5630 
[20]Liang Chen， Jun-an Lu， CLUSTER SYNCHRONIZATION IN A COMPLEX
DYNAMICAL NETWORK WITH TWO NONIDENTICAL CLUSTERS，JOURNAL OF SYSTEMS SCIENCE & COMPLEXITY , 2008, 21:20–33
[21]Xiuping Han, Jun-an Lu, Guanrong Chen, Nonlinear Integral Synchronization of Ring Networks，Computers and Mathematics with Applications , 2008, 55:808–818
[22]Zhou Jin , Lu Jun-an，Topology indentification of weighted complex dynamical network, Physica A,2007, 386: 481–491
[23]Wu XQ, Wong SC, Tse CK, Lu JA, Bifurcation behavior of SPICE simulations of switching converters: A systematic analysis of erroneous results,IEEE TRANSACTIONS ON POWER ELECTRONICS, 2007,22 (5): 1743-1752 [24]韩秀萍, 陆君安,从环状网络到链状网络同步能力的变化, 《中国科学E辑: 信息科学》2007第37卷第 6期748-756；Han Xiu-ping，Lu Jun-an，The changes on synchronizing ability of coupled networks from ring networks to chain networks，Science in China Series F: Information Sciences，2007,50(4): 615-624[25]Chen Liang and Lu Jun-an, Synchronization of Complex Network with Drivingly Coupled Scheme, Chinese Physics Letters,2007, 24 (7): 1853-1856
[26]Jin Zhou, Jun-an Lu, Jinhu Lü, Adaptive Synchronization of An Uncertain Complex Dynamical Network，IEEE Transactions on Automatic Control, 2006,51(4)：652-656 
[27]Xiaoqun Wu, Chi Kong Tse, Octavian Dranga, Jun-an Lu, Fast-scale instability of single-stage power-factor-correction power supplies, IEEE Transactions on Circuits and Systems-I:Regular papers, 2006,53（1)：204-213
[28]Aimin Chen, Jun-an Lu, Jinhu Lü, Simin Yu, Generating hyperchaotic Lü attractor via state feedback control, Physica A, 2006,364: 103-110 
[29]Li Damei, Lu Jun-an, Wu Xiaoqun, Chen Guanrong, Estimating the Global Basin of Attraction and Positively Invariant Set for the Lorenz System and a Unified Chaotic System, Journal of Mathematical Analysis and Applications，2006, 323(2): 844-853
[30]Li Damei, Lu Jun-an, Wu Xiaoqun, Chen Guanrong, Estimating the Bounds for the Lorenz Family of Chaotic Systems , Chaos, Solitons and Fractals, 2005, 23: 529-534. 
[31]Lu Jun-an,Wu Xiaoqun, Han Xiuping, Lü Jinhu, Adaptive feedback synchronization of a unified chaotic system, Physics Letters A, 2004,329: 327-333
[32]C.M.Zhao,S.M.Lo,JA Lu,Z.Fang,A simulation approach for ranking of fire safety attributes of existing buildings, Fire Safety Journal ,2004, 39: 557-579.
[33]Lu Jun-an, Lü Jinhu , Xie Jin,Chen Guan Rong,On Reconstruction of The Lorenz and Chen Systems With Noisy Observations, Computers and Mathematics with Application. 2003, 46(8-9) :1427-1434 .
[34]Fang Z, Lo SM, Lu Jun-an, On the relationship between crowd density and movement velocity, Fire Safety Journal ,2003,38(3): 271-283.
[35] Lu Jun-an, Wu Xiao Qun, Lü Jinhu ,Synchronization of a unified system and the application in secure communication, Physics Letters A,2002,305: 365-370