刘小洋

发布者:刘小洋发布时间:2019-03-31浏览次数:1996

姓名 :刘小洋


   


一、基本情况

姓名:刘小洋

性别:男

民族:汉

出身年月:19794

籍贯:江苏泰州

职务:副院长

职称:教授

学习简历:

20116至 今 江苏师范大学 计算机学院 教师

20121—20131月 香港大学 机械工程系 博士后

20089—20115月 东南大学 数学系 博士

20059—20086月 东南大学 数学系 硕士

主要从事研究方向:

复杂网络,多智能体系统,群体智能,有限时间控制,神经网络;

主要讲授课程:

《离散数学》《数值分析》《计算机应用基础》《高等数学》《神经网络基础》

二、学术兼职

现为如下SCI杂志的审稿人:IEEE Transactions on Neural NetworksIEEE Transactions on CyberneticsJournal of the Franklin InstituteNeural NetworksNeurocomputingNonlinear AnalysisPhysics Letters AApplied Mathematical Modelling, Communications in Nonlinear Science and Numerical SimulationCognitive NeurodynamicsMathematics and Computers in Simulation,以及应用数学学报,数学物理学报等。

为中国控制会议(CCC),中国控制与决策会议(CCDC)的程序委员会委员,以及一些国际学术会议的审稿人,如:ISNNASCCACC, CDC, ICCNT等。

三、发表论文(仅列第一作者)

[28] X. Liu, D.W.C. Ho, C. Xie,Prespecified-time cluster synchronization of complex networks via a smooth control approach,IEEE Transactions on Cybernetics, In Press. DOI:10.1109/TCYB.2018.2882519. (SCI一区)

[27] X. Liu, D.W.C. Ho, Q. Song, W. Xu, Finite/fixed-time pinning synchronization of complex networks with stochastic disturbances, IEEE Transactions on Cybernetics, In Press. DOI: 10.1109/TCYB.2018.2821119.(SCI一区)

[26] X. Liu, J. Cao, C. Xie, Finite-time and fixed-time bipartite consensus of multi-agent systems under a unified discontinuous control protocol, Journal of the Franklin Institute, 356,734–751, 2019.(SCI二区)

[25] X. Liu, D.W.C. Ho, Q. Song, J. Cao, Finite-/fixed-time robust stabilization of switched discontinuous systems with disturbances, Nonlinear Dynamics, 90:2057-2068, 2017.(SCI二区Top)

[24]X. Liu, D.W.C. Ho,J. Cao,W. Xu, Discontinuous observers design for finite-time consensus of multiagent systems with external disturbances, IEEE Transactions on Neural Networks and Learning Systems, 28(11), 2826-2830, Nov. 2017.(SCI一区)

[23] X. Liu, J. Cao, W. Yu, Q. Song, Nonsmooth finite-time synchronization of switched coupled neural networks, IEEE Transactions on Cybernetics, 46(10), 2360-2371, Oct. 2016. (SCI一区)

[22] X. Liu, Michael Z. Q. Chen, H. Du, S. Yang, Further results on finite-time consensus of second-order multi-agent systems without velocity measurements, International Journal of Robust and Nonlinear Control. 26(14), 3170-3185, Aug. 2016.(SCI二区Top)

[21]X. Liu, H. Su, Michael.Z.Q. Chen, A switching approach to designing finite-time synchronization controllers of coupled neural networks, IEEE Transactions on Neural Networks and Learning Systems, 27(2), 471-482, Feb. 2016. (SCI一区)

[20] X. Liu, J. Lam,W. Yu, G. Chen, Finite-time consensus of multiagent systemswith a switching protocol, IEEE Transactions on Neural Networks and Learning Systems, 27(4), 853-862, Apr. 2016. (SCI一区)

[19] X. Liu, J. Cao, N. Jiang, G. Hao, S. Wang, Finite-time consensus of second-order multi-agent systems via auxiliary system approach, Journal of the Franklin Institute, 353(7), 1479–1493, May. 2016. (SCI二区)

[18] X. Liu, W. Yu, J. Cao, S. Chen, Discontinuous Lyapunov approach to state estimation and filtering of jumped systems with sampled-data, Neural Networks, 68, 12-22, (2015) (SCI二区)

[17] X. Liu, W. Yu, J. Cao, F. Alsaadi, Finite-time synchronisation control of complex networks via non-smooth analysis, IET Control Theory

&Applications, 9(8), 1245-1253, (2015) (SCI三区)

[16]X. Liu, D.W.C. Ho, W. Yu, J. Cao, A new switching design to finite-time stabilization of nonlinear systems with applications to neural networks, Neural Networks, 57, 94-102, (2014) (SCI二区)

[15] X.Liu, J.H. Park, N. Jiang, J. Cao, Nonsmooth finite-time stabilization of neural networks with discontinuous activations, Neural Networks, 52, 25-32, (2014) (SCI二区)

[14] X. Liu, N. Jiang, J. Cao, Finite-time stochastic stabilization for BAM neural networks with uncertainties, Journal of the Franklin Institute, 350(8),October , 2109–2123, (2013) (SCI二区)

[13] X. Liu, J. Cao, W. Yu, Filippov systems and quasi-synchronization control for switched networks. Chaos, 22, 033110 (2012) (SCI三区)

[12] X. Liu, T. Chen, J. Cao, W. Lu, Dissipativity and quasi-synchronization for neural networks with discontinuous activations and parameter mismatches, Neural Networks, 24(10), 1013-1021, (2011) (SCI二区)

[11] X. Liu, J. Cao, Local synchronization of one-to-one coupled neural networks with discontinuous activations, Cognitive Neurodynamics. 5,13-20,(2011) (SCI四区)

[10]X. Liu, J. Cao, Robust state estimation for neural networks with discontinuous activations. IEEE Transactions on Systems, Man, and Cybernetics: Part B. 4061425-1437, (2010) (SCI一区)

[9] X. Liu, J. Cao, Complete periodic synchronization of delayed neural networks with discontinuous activations. International Journal of Bifurcation and chaos. 20(7) 2151-2164, (2010) (SCI四区)

[8] X. Liu, J. Cao,On periodic solutions of neural networks via differential inclusions, Neural Networks, 22(4), 329-334, (2009) (SCI二区)

[7] X. Liu, N. Jiang, Robust stability analysis of generalized neural networks with multiple discrete delays and multiple distributed delays, Neurocomputing 72(7-9) 1789-1796, (2009) (SCI二区)

[6] X. Liu, J. Cao, Exponential stability of anti-periodic solutions for neural networks with multiple discrete and distributed delays, IMechE, Part I: J. Systems and Control Engineering, 223, 299-308, (2009) (SCI四区)

[5] X. Liu, J. Cao, Robust stability of neural networks with discontinuous activation functions and time-varying delays, Proceedings of the 7th Asian Control Conference, Hong Kong,20091233-1238. (EI)

[4] X. Liu, J. Cao, Synchronization control of discontinuous neural networks via approximation, Proceedings of the 22th Control and Decision Conference, Chinese .2010782-787. (EI)

[3]X. Liu, W. Yu, Quasi-synchronization of delayed coupled networks with non-identical discontinuous nodes,Lecture Notes in Computer Science, 7367,274-284, 2012 (EI)

[2] X. Liu, W. Yu,Quasi-synchronization of switched linearlycoupled complex networks, ICARCV2012, 542-547. (EI)

[1] X. Liu, W. Yu, Estimation for Markovian jump systems with sampled data, Proceedings of the 32nd Chinese Control Conference.2013128-131. (EI)

四、科研项目(仅主持)

1. 2018/012021/12, 不确定干扰下的复杂网络非连续与非光滑有限时间控制,国家自然科学基金面上基金,编号:6177318557万;

2. 2014/012016/12, 具有不连续特性的复杂网络有限时间同步及其应用,国家自然科学基金青年基金,编号:6130417423万;

3. 2013/012013/12,不连续动力系统理论及其在复杂网络中的应用,国家自然科学基金天元基金,编号:112261463万;

4. 2012/07—2014/12,具有不连续激活函数的耦合神经网络同步控制,江苏省高校自然科学基金,编号:12KJB1200025万。

五、获奖情况

1.2010年,教育部首届博士研究生学术新人奖;

2.2010年,张嗣瀛优秀青年论文奖;

3.2017年,江苏省高校“青蓝工程优秀青年骨干教师”;

4.2018年,江苏省教育科学研究成果奖(高校自然科学类)一等奖;

5.2018年,淮海科学技术奖二等奖;

6. 2016年,江苏师范大学最受毕业生喜爱的教师;

7. 2016年,江苏师范大学本科毕业设计优秀指导教师;

8. 2012年,江苏师范大学先进工作者;

9. 2017年,江苏师范大学先进工作者.