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44. Hu, T. and Zhuang, W. (2005). Stochastic properties of p-spacings ofgeneralized order statistics. Probability in the Engineering andInformational Sciences, 19 (2), 259-278.45. Hu, T., Xie, C. and Ruan, L. (2005). Dependence structures of multivariateBernoulli random vectors. Journal of Multivariate Analysis, 94 (1),172-195.46. Hu, T. and Zhuang, W. (2005). A note on stochastic comparisons ofgeneralized order statistics. Statistics & Probability Letters, 72 (2),163-170.47. 唐启鹤、胡太忠、成世学译, 《现代精算风险理论》, 科学出版社，2005年[原著： R. Kass, M. Goovaerts, J. Dhaene & M. Denuit (2001). ModernActuarial Risk Theory, Kluwer Academic Publishers, Boston]。48. Hu, T. and Zhuang, W. (2006). Stochastic Comparisons of m-spacings.Journal of Statistical Planning and Inference, 136 (1), 33-42.49. Hu, T., Chen, J. and Xie, C. (2006). Regression dependence in latentvariable models. Probability in the Engineering and InformationalSciences, 20 (2), 363-379.50. Hu, T. and Zhuang, W. (2006). Stochastic orderings between p-spacings ofgeneralized order statistics from two samples. Probability in theEngineering and Informational Sciences, 20 (3),463-477.51. Hu, T., Chen, J. and Yao, J. (2006). Preservation of the locationindependent risk order under convolution. Insurance: Mathematics andEconomics, 38 (2), 406-412.52. Hu, T. and Xie, C. (2006). Negative dependence in the balls and binsexperiment with applications to order statistics. Journal of MultivariateAnalysis, 97 (6), 1342-1354.53. Hu, T., Wang, F. and Zhu, Z. (2006). Stochastic comparisons and dependenceof spacings from two samples of exponential random variables.Communications in Statistics: Theory and Methods,35 (6), 979-988.54. Fang, Z., Hu, T., Wu, Y. and Zhuang, W. (2006). Multivariatestochastic orderings of spacings of generalized order statistics.《应用概率统计》,22 (3), 295-303.55. Zhuang, W. and Hu, T. (2007). Stochastic comparisons of sequential orderstatistics. Probability in the Engineering and Informational Sciences,21 (1), 47-66.56. Wen, S., Lu, Q. and Hu, T. (2007). Likelihood ratio orderings of spacingsof heterogeneous exponential random variables. Journal of MultivariateAnalysis, 98 (4), 743-756.57. Hu, T. and Li, Y. (2007). IFR and DRHR properties of the minimum andmaximum of multivariate distributions with log-concave ensities. Metrika,65 (3), 325-330.58. Hu, T., Kundu, A. and Nanda, A.K. (2007). A note on Bayesian imperfectrepair model. Journal of Applied Statistical Science, 15 (4), 407-411.59. Hu, T., Jin, W. and Khaledi, B.-E. (2007). Ordering conditionaldistributions of generalized order statistics. Probability in theEngineering and Informational Sciences, 21 (3), 401-417.60. Wei, G. and Hu, T. (2007). Characterizations of aging classes in termsof spacings between record values. Stochastic Models, 23 (4), 1-17.即将发表的论文61. Colangelo, A., Hu, T. and Shaked, M. (2007). Conditional orderings andpositive dependence. Journal of Multivariate Analysis.62. Hu, T., Yao, J. and Lu, Q. (2007). Nonnegativity of covariances betweenfunctions of ordered random variables.Probability in the Engineering andInformational Sciences, Vol 21, No. 4.63. Chen, J. and Hu, T. (2007). Multivariate dispersive ordering ofgeneralized order statistics. Journal of Iranian Statistical Society.64. Xie, H. and Hu, T. (2007). Ordering conditional distributions of spacingsof generalized order statistics. Journal of Iranian Statistical Society.65. Chen, H. and Hu, T. (2008). Multivariate likelihood ratio orderings betweenspacings of heterogeneous exponential random variables. Metrika.66. Yao, J and Hu, T. (2008). Dependence structure of a class of symmetricdistributions. Communications in Statistics: Theory and Methods.67. Hu, T. and Chen, H. (2008). Dependence properties of order statistics.Journal of Statistical Planning and Inference.

[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 ofNetwork 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 COMPLEXDYNAMICAL 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[36] Longkun Tang, Jun-An Lu, JinhuLü and Xiaoqun Wu，Bifurcation Analysis of Synchronized Regions in Complex Dynamical Networks with Coupling Delay，International Journal of Bifurcation and Chaos, 2014, 24(1): 1450011[37] Jun-An Lu, Yong Zhang, Juan Chen2 and Jinhu Lü, Scalability analysis of thesynchronizability for ring or chain networks with dense clusters, Journal of Statistical Mechanics: Theory and Experiment, 2014,3:1-17[38]Longkun Tang, Jun-an Lu, Projective Lag Synchronization of Chaotic Systems withParameter Mismatch, Applied Mathematics & Information Sciences, 2013, 1:121-125[39] Longkun Tang ,Jun-an Lu, XiaoqunWu ,Jinhu Lü, Impact of node dynamics parameters on topology identification of complex dynamical networks, Nonlinear Dynamics,2013,s11071-013-0854-3[40] Tao He, Xiliang Lu, Xiaoqun Wu,Jun-an Lu, Wei Xing Zheng, Optimization-based structure identification of dynamical Networks, Physica A 392 (2013) 1038–1049[41] Juan Chen, Jun-an Lu, Xiaofei Lu, Xiaoqun Wu, Guanrong Chen，Spectral coarse graining of complex clustered networks，Commun Nonlinear Sci Numer Simulat 18 (2013) 3036–3045[42] 陈娟, 陆君安, 周进. 复杂网络同步态与孤立节点解的关系. 自动化学报, 2013, 39(12): 2111-2120[43] Di Ning,XiaoqunWu, Jun-an Lu and Hui Feng, Generalized Outer Synchronization between Complex Networks with Unknown Parameters, Abstract and Applied Analysis,Volume 2013, Article ID 802859[44]Juan Chen, Jun-an Lu, Choujun Zhan, and Guanrong Chen，Laplacian Spectra and Synchronization Processes on Complex Networks，Part I Basic Theory and Properties，Handbook of Optimization in Complex Networks （Theory and Applications），My T. Thai · Panos M. Pardalos Editors，Springer Optimization and Its Applications，VOLUME 57，Springer Science Business Media, LLC 2012，81-113[45]J. Zhou, X. Q. Wu, W. W. Yu, M. Small, and J. A. Lu,Flocking of Multi-agent Dynamical Systems Based on Pseudo-leader Mechanism, Systems and Control Letters, , 2012 ,61(1):. 195-202[46]Longkun Tang, Jun-an Lu, and Guanrong Chen，Synchronizability of Small-world Networks Generated from Ring Networks with Equal-Distance Edge Additions，CHAOS 22, 023121 (2012)[47]Xiong Wang, Juan Chen, Jun-an Lu and Guanrong Chen，A simple yet complex one-parameter family of generalized Lorenz-like systems，International Journal of Bifurcation and Chaos, 2012,22(5) :1250116[48]Longkun Tang，Jun-an Lu，Jinhu Lu and Xinghuo Yu，Bifurcation analysis of synchronized regions in complex dynamical networks，International Journal of Bifurcation and Chaos, 2012, 22(11) :1250282[49] Juan Chen, Hui Liu,Jun-an Lu,Qunjiao Zhang, Projective and lag synchronization of a novel hyperchaotic system via impulsive control, Commun Nonlinear Sci Numer Simulat 16 (2011) 2033–2040[50]Qunjiao Zhang and Jun’an Lu，Exponentially adaptive synchronization of an uncertain delayed dynamical network，Journal of Systems Science and Complexity，2011，24(2): 207-217[51]Juan Chen, Jun-an Lu and Xiaoqun Wu，Bidirectionally coupled synchronization of the generalized Lorenz systems，Journal of Systems Science and Complexity，2011， 24(3):433-448[52]Zhao Jun-Chan, Zhang Qun-Jiao andLu Jun-An，Persistent excitation in adaptive parameter identication of uncertain chaotic system，Chin. Phys. B, 2011,20(5): 050507[53]Xiaoqun Wu, Changsong Zhou, Guanrong Chen, andJun-an Lu, Detecting the topologies of complex networks with stochastic perturbations, 2011,Chaos ,21, 043129[54]Qunjiao Zhang , Jun-an Lu , Junchan Zhao,Impulsive synchronization of general continuous and discrete-time complex dynamical networks, Commun Nonlinear Sci Numer Simulat ，2010，15：1063–1070[55] Xiuping Han，Jun-an Lu，Impulsive control induced effects on dynamics of single and coupled ODE systems，Nonlinear Dyn ,2010, 59: 101–111