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发表于 2006-5-24 21:31:22
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田玉平
田玉平,1964年出生。教授,博士生导师,教育部“长江学者奖励计划”特聘教授(第四批,控制理论与控制工程学科),国家杰出青年基金获得者(2004年)。1986年清华大学自动化系本科毕业,获学士学位;1991年莫斯科动力学院自动化与计算机技术系研究生毕业,获前苏联自动控制专业哲学博士学位(PhD);1996年获俄罗斯技术科学博士学位(ScD)。曾应邀到澳大利亚中昆士兰大学、美国加州大学伯克立分校和香港城市大学进行访问研究。1995年获全国第二届关肇直奖,1999年获第七届霍英东教育基金,2000年获第三届全球智能控制与自动化大会(WCICA'2000)最佳理论论文奖。
社会兼职:
担任国家自然科学基金会专家评审组(自动化)成员、中国自动化学会控制理论专业委员会委员、江苏省自动化学会常务理事,Associate Editor of “DYNAMICS OF CONTINUOUS, DISCRETE AND IMPULSIVE SYSTEMS,Series B: Applications & Algorithms” and “Journal of Control Theory and Applications”,《控制与决策》、《控制理论与应用》、《动力学与控制学报》和《东南大学学报》的编委等职。
学术活动:
1.中国控制会议(CCC'03,CCC'04)程序委员会委员
2.IEEE CDC'03混沌控制分会共同主席
3.全球智能控制与自动化大会(WCICA'04,WCICA'06)国际程序委员会委员
4.1st IFAC Conference on Analysis and Control of Chaotic Systems (Chaos'06, June 28-30, 2006,Reims, France)国际程序委员会委员
5.1st International Symposium on Systems and Control in Aerospace and Astronautics (ISSCAA,Harbin,China), 国际程序委员会委员
6.第二届国际脉冲动力系统及应用会议(2005年10月28-30日,无锡)国际程序委员会委员
教学:
目前讲授课程
1.自动控制原理(I), 本科生课程。(《自动控制原理》教材勘误表)
2.鲁棒控制系统设计,研究生课程。
科研:
主要研究方向
1.复杂系统控制的理论、方法与工程应用
2.混沌控制及其在通信及信息处理中的应用
3.通信网络中的优化与控制
4.智能机器人与控制
博士后及研究生情况:
出站博士后:1名。
毕业研究生:博士生3名,硕士生5名。
在读研究生:博士生4名,硕士生6名。
计划招收: 博士后1名/年,博士生2名/年,硕士生2名/年。
(对上述研究方向感兴趣的自动化、数学、计算机、通信、机械等专业的优秀学生都可联系、报考)
联系方式:
Email:yptian@seu.edu.cn
Telephone:025-83794168
近年来主要论文、著作:
**部分期刊论文(selected journal papers)
[32] Tian Yu-Ping, Chen Guanrong (2006). Stability of the primal-dual algorithm for congestion control, International Journal of Control , Vol 79(6), 662-676, 2006.(SCI,EI))
[31] Tian Yu-Ping, Zhu Jiandong, Chen Guanrong (2005), A survey on delayed feedback control of chaos, Journal of Control Theory and Applications, Vol.3(4), 311-319, 2005.
[30] Zhu Jiandong, Tian Yu-Ping (2005), Stabilizing periodic solutions of nonlinear systems and applications in chaos control, IEEE Trans. on Circuits and Systems - II, Vol.52(12), 870-874, 2005.(SCI,EI)
[29] Tian Yu-Ping (2005). Stability analysis and design of the second-order congestion control for networks with heterogeneous delays, IEEE/ACM Trans. on Networking, Vol 13(5), 1082-1093, 2005.(SCI,EI)
[28] Zhu Jiandong, Tian Yu-Ping (2005). Necessary and sufficient conditions for stabilizability of discrete-time systems via delayed feedback control, Physics Letters A, Vol.343, 95–107, 2005. (SCI)
[27] Li Shihua, Lin Xiangze, Tian Yu-Ping (2005). Set stabilization of Chua's circuit via piece-wise linear feedback, Chaos, Solitons and Fractals, Vol.26, 571-579, 2005. (SCI)
[26] Tian Yu-Ping (2005). Delayed feedback control of chaos in a switched arrival system, Physics Letters A, Vol 339(6), 446-454, 2005.(SCI)
[25] Tian Yu-Ping (2005). A general stability criterion for congestion control with diverse communication delays, Automatica, Vol.41(7), 1255-1262, 2005. (SCI, EI)
[24] Yang Hong-Yong , Tian Yu-Ping (2005). Hopf bifurcation in REM algorithm with communication delay, Chaos, Solitons and Fractals, Vol.25, 1093–1105. (SCI,EI)
[23] Li Shihua, Tian Yu-Ping (2005). Set-stabilization of modified Chua system, International Journal of Bifurcation and Chaos, Vol.15, No.2, 597-604, 2005. (SCI)
[22] Tian Yu-Ping (2004). Stabilizing unstable periodic orbits for switched arrival system, Dynamics of Continuous, Discrete and Impulsive Systems-B, Vol.11a, 120-127, 2004. (SCI)
[21] Tian Yu-Ping, Zhu Jiandong (2004). Full Characterization on limitation of generalized delayed feedback control for discrete-time systems, Physica D,Vol 198/3-4, 248-257, 2004. (SCI)
[20] Tian Yu-Ping, Yang Hong-Yong (2004). Stability of the Internet congestion control with diverse delays, Automatica, Vol.40, 1533-1541, 2004. (SCI, EI)
[19] Tian Yu-Ping, Xinghuo Yu, Leon Chua (2004). Time-delayed impulsive control of hybrid chaotic systems, International Journal of Bifurcation and Chaos, Vol.14, No3, 1091-1104, 2004. (SCI)
[18] Tian Yu-Ping, Yu Xinghuo (2003). Robust learning control for a class of nonlinear systems with periodic and aperiodic uncertainties, Automatica, Vol.39, No.11, 1957-1966. (SCI, EI)
[17] Zhu Jiandong,Tian Yu-Ping (2003). Nonlinear recursive delayed feedback control for chaotic discrete-time systems, Physics Letters A,Vol.310, 295-300. (SCI)
[16] Li Shihua, Tian Yu-Ping (2003). Global stabilization of a coupled dynamo system , Chaos, Solitons & Fractals, vol.16, 787-793. (SCI,EI).
[15] Li Shihua, Tian Yu-Ping (2003). Finite time synchronization of chaotic systems, Chaos, Solitons & Fractals, vol.15, 303-310. (SCI,EI).
[14] Li Shihua, Tian Yu-Ping (2003). Global stabilization of a lorenz system, Chinese Physics, Vol.12, No.6. 590-593. (SCI)
[13] Tian Yu-Ping (2002). An optimization approach to locating and stabilizing unstable periodic orbits of chaotic systems, International Journal of Bifurcation and Chaos, Vol.12, No.5, 1163-1172.(SCI)
[12] Tian Yu-Ping, Li Shihua (2002). Exponential stabilization of nonholonomic dynamic systems by smooth time-varying control, Automatica, Vol.38, No.7, 1139-1146. (SCI,EI)
[11] Son Yanxin, Yu Xinghuo, Chen Guanrong, Xu Jian-Xin, Tian Yu-Ping (2002). Robust repetitive learning control of chaotic system, International Journal of Bifurcation and Chaos, Vol.12, No.5, 1057-1065. (SCI)
[10] Tian Yu-Ping, Chen Guanrong (2001). A separation principle for dynamical delayed output feedback control of chaos, Physics Letters A, Vol.284, No.1, 31-42, (SCI)
[9] Tian Yu-Ping, Xinghuo Yu (2000), Stabilizing unstable periodic orbits of chaotic systems via an optimal principle, Journal of the Franklin Institute, Vol.337, No.6, 771-779. (SCI,EI)
[8] Tian Yu-Ping, Xinghuo Yu (2000). Adaptive Control of chaotic dynamical systems using invariant manifold approach, IEEE Trans. Circuits & Systems, Part I, No.10, 1537-1542. (SCI,EI)
[7] Tian Yu-Ping, Xinghuo Yu (2000). Stabilizing unstable periodic orbits of chaotic systems with unknown parameters, International Journal of Bifurcation and Chaos, Vol.10, No.3, 611-620. (SCI)
[6] Tian Yu-Ping (1999). Controlling chaos using invariant manifolds. International Journal of Control, Vol.72, No.3, 258-266.(SCI,EI)
[5] Tian Yu-Ping, Feng Chun-Bo, Xin Xin (1994). Robust stability of polynomials with multilinearly dependent coefficient perturbations, IEEE Trans. on Automatic Control, Vol.39, No.3, 554-559. (SCI,EI)
**专著之一章(book chapters )
[4] Tian Yu-Ping, Xinghuo Yu,(2003). Chapter 3: Time-delayed Impulsive Stabilization of Unstable Periodic Orbits in Chaotic Hybrid Systems, chapter in “Bifurcations and Chaos Control: Theory and Applications”, Lecture Notes in Control and Information Sciences, Vol.292, edited by G.Chen, X.Yu, Springer-Verlag, pp.51-69. (SCI)
[3] Xinghuo Yu, Tian Yu-Ping, Guanrong Chen(1999). Chapter 12: Time-delayed feedback control of chaotic systems, chapter in “Controlling chaos in engineering systems”, edited by G. Chen, CRC press, pp.255-274.
**教材与专著(books)
[2] 田玉平主编,田玉平,蒋珉,李世华编著(2002)。自动控制原理, 电子工业出版社,414页。
[1] 冯纯伯,田玉平,忻欣(1996)。鲁棒控制系统设计,东南大学出版社,300页。
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简讯:
中国教育报:全国80个一级学科排名揭晓,我校11个学科跻身全国十强,控制科学与工程排名第5 |
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田玉平
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