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| 1 | Pinning control of general complex dynamical networks with optimization显示文摘This paper addresses optimal pinning control of general complex dynamical networks. A pinning scheme with linear feedback is proposed to globally exponentially stabilize a network onto a homogeneous state. In particular, we answer an important and fundamental question about pinning control: how to select an optimal combination between the number of pinned nodes and the feedback control gain? Three illustrative examples are provided to show the effectiveness of the proposed technique. | ZHAO JunChan LU JunAn WU XiaoQun | 2010 | Science China(Information Sciences)2010，53，4： | 8 |
| 2 | A threshold effect of coupling delays on intra-layer synchronization in duplex networks显示文摘This paper investigates the impact of inter-layer coupling functions and intra-layer coupling delays on intra-layer synchronization regions and sychronizability. It is found that the inter-layer coupling functions have great influence on intra-layer synchronization regions, as well as on the intra-layer synchronizability. In particular, there exists an inter-layer coupling function such that the inter-layer coupling strength neither improves nor weakens the intra-layer synchronizability. Furthermore, no matter which one of three inter-layer coupling functions is chosen, a small intra-layer delay always keeps the intra-layer synchronized regions almost unchanged, implying that the small delay neither enhances nor suppresses the intra-layer synchronizability. At the same time the delay greatly frustrates the synchronizability in each layer when it is greater than some threshold. Our results may have potential applications for interconnected technological networks where communication delays are inevitably present. | TANG LongKun LU JunAn Lü JinHu | 2018 | Science China(Technological Sciences)2018，61，12： | 4 |
| 3 | Topology inference of uncertain complex dynamical networks and its applications in hidden nodes detection显示文摘一个复杂动态网络的拓扑的结构在决定网络起一个重要作用进化机制和功能的行为,因此认出并且推断网络结构具有理论、实际的意义。尽管各种各样的途径被建议了估计网络拓扑学,许多很好没在网络个人之中被建立到网络动力学和传播延期的普遍存在的吵闹的性质。这份报纸集中于不明确的复杂动态网络的拓扑学推理。一个辅助网络被构造,一个适应计划被建议追踪拓扑的参数。考虑网络模型应当包含实际随机的不安,是引人注目的,并且吵闹的观察作为构造辅助网络的控制输入被拿。特别地,控制技术能进一步被采用找到隐藏的消息提供者(或潜伏的变量) 在网络。数字例子被提供说明建议计划的有效性。另外,联合力量并且在鉴定性能上联合延期的影响被估计。建议计划向工程师提供一条方便途径推断一般复杂动态网络的拓扑学并且找到隐藏的消息提供者,和评估能进一步便于的详细表演实际电路设计。 | WANG YingFei WU XiaoQun FENG Hui LU JunAn LU JinHu | 2016 | Science China(Technological Sciences)2016，59，8： | 4 |
| 4 | Linearly Coupled Synchronization of the Unified Chaotic Systems and the Lorenz Systems显示文摘 | Li Damei Lu Junan Wu Xiaoqun | 2005 | Chaos Solitons & Fraetals2005，23，1： | 1 |
| 5 | Adaptive synchronization between two complex networks with nonidentical topological structures显示文摘 | TANG Hongwu CHEN Liang LU Junan | 2008 | Physica A2008，387，22： | 1 |
| 6 | Estimating the bounds for the Lorenz family of chaotic systems 显示文摘 | LI Damei LU Junan WU Xiaoqun | 2005 | Chaos Soli- tons & Fractals2005，23，2： | 1 |
| 7 | Adaptive feedback synchronization of a general complex dynami- cal network with delayed nodes显示文摘 | ZHANG QUNJIAO LU JUNAN LU JINHU | 2008 | IEEE Transactions on Circuits and systems-II2008，55，2： | 1 |
| 8 | Controlling uncertain Lu system using linear feedback显示文摘 | Lü JinHu Lu Junan | | 0，，： | 1 |
| 9 | Estimating the global basin of attraction and positively invariant set for the Lorenz system and a unified chaotic system 显示文摘 | LI Damei LU Junan WU Xiaoqun | 2006 | Journal of Mathematical Analysis and Applications2006，323，2： | 1 |
| 10 | Generating hyperchaotic Lü attractor via state feedback control显示文摘 | CHEN Aimin LU Junan Lü Jinhu YU Simin | 2006 | Physica A2006，364，： | 1 |
| 11 | Synchronization of a unified chaotic system and the application in secure communication显示文摘 | Lu Junan Wu Xiaoqun LüJinhu | 2002 | Physics Letters A (S0031-9007)2002，305，6： | 1 |
| 12 | Adaptive synchronization of an uncertain complex dynamical network显示文摘 | JIN Zhou LU Junan LU Jinhu | 2006 | IEEE Trans Automat Control2006，51，4： | 1 |
| 13 | Estimating the ultimate bound and positively invariant set for the Lorenz system and a unified chaotic system显示文摘 | LI Damei LU Junan WU Xiaoqun | 2006 | Journal of Mathematical Analysis and Applications2006，323，2： | 1 |
| 14 | Estimating the bounds for the Lorenz family of chaotic systems 显示文摘 | LI Damei LU Junan WU Xiaoqun | 2005 | Chaos Solutiona and Fractals2005，23，2： | 1 |
| 15 | The Parameter Identification and Tracking of a Unified System 显示文摘 | Lu JunAn Tao ChaoHai Lti JinHu Liu Min | 2002 | Chinese Physics Letters2002，19，5： | 1 |
| 16 | Structure Identification General Complex Dynamical Networks with Time Delay 显示文摘 | Hui Liu Lu Junan Lti Jinhu | 2009 | Automatic2009，45，8： | 1 |
| 17 | Recovering unknown topology in a two-layer multiplex network:One layer infers the other layer显示文摘There have been increasing interests in studying multiplex dynamical networks recently.This paper focuses on topology identiflcation of two-layer multiplex networks with peer-to-peer interlayer couplings.For a two-layer network model in which different layers have different coupling patterns,we propose novel methods to recover unknown topological structure of one layer,using the information of the other layer known as a prior.The proposed methods make full use of the measured evolutional states of the multiplex network itself,and treat the layer with a known structure as an auxiliary layer which is designed to identify the unknown topological layer.Compared with the traditional synchronization-based identiflcation method,the proposed methods are in no need of constructing an additional auxiliary network to identify the unknown topological layer,and thus greatly reduce the cost of topology identiflcation.Finally,numerical simulations validate the effectiveness of the proposed methods. | LIU Hui SHANG ZhiCheng REN ZiYi LI Yan ZENG ZhiGang LU JunAn | 2022 | Science China(Technological Sciences)2022，65，7： | 1 |
| 18 | Pinning adaptive synchronization of a general complex dynamical network显示文摘 | ZHOU Jin LU Junan LU Jinhu | 2008 | Automatica2008，44，4： | 1 |
| 19 | Adaptive Feedback Syn- chronization of Lu System显示文摘 | Han Xiuping Lu Junan Wu Xiaoqun | 2004 | Chaos Solitons & Fractals2004，24，1： | 1 |
| 20 | Estimating the ultimate bound and positively invariant set for theLorenz system and a unified chaotic system显示文摘 | LI Damei LU Junan WU Xiaoqun | 2006 | Joumal of Mathematical Analysis and Applications2006，323，2： | 1 |
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