师资步队
姓名: 邵志超
专业: 运筹学与节制论
系别: 利用数学系(系主任)
职称: 传授
办公德律风: 64492560
电子邮件: zcshao@bikinisbarandgrill.com
教导背景:
1996年9月至2003年7月 河北产业大学利用数学系 理学硕士
2003年9月至2006年7月 中国科学院数学与体系科学研讨院 理学博士
任务履历:
2012年10月至今 瑞典1分彩平台
2009年4月至2012年10月 对外经济商业大学信息学院
2006年9月至2008年12月 南非金山大学University of Witwatersrand 博士后
传授课程:
高档数学、数学阐发、常微分方程、数学建模教导、数学比赛教导
研讨范畴:
无限维体系节制实际及其利用、经济节制论
首要研讨功效:
1. Z. C. Shao and W. Guo, Boundary stabilization of nonlinear vibrations of a flexible structure on a Riemannian manifold, Journal of Dynamical and Control Systems, 19 (2013), No. 2, 287-299.
2. C. H. Jia and Z. C. Shao, State derivative-free variable structure model reference adaptive control of linear parabolic systems, Journal of Systems Science and Complexity,26 (2013), No.6, 957-967.
3. W. Guo and Z. C. Shao, Strong Stabilization of an Unstable Wave Equation by Boundary Feedback with Only Displacement Observation, IEEE Transactions on Automatic Control, 57 (2012), 2367-2372.
4. B. Z. Guo and Z. C. Shao, Well-posedness and regularity for non-uniform Schrodinger and Euler-Bernoulli equations with boundary control and observation, Quarterly of Applied Mathematics, 70 (2012), 111-132.
5. W. Guo, B. Z. Guo and Z. C. Shao, Parameter estimation and stabilization for a wave equation with boundary output harmonic disturbance and non-collocated control, International Journal of Robust and Nonlinear Control, 21 (2011), 1297-1321.
6. B. Z. Guo and Z. C. Shao, On exponential stability of a semilinear wave equation with variable coefficients under the nonlinear boundary feedback, Nonlinear Analysis, 71 (2009) 5961-5978.
7. B. Z. Guo and Z. C. Shao, Stabilization of an abstract second order system with application to wave equations under non-collocated control and observations, Systems and Control Letters, 58 (2009), 334-341.
8. B. Z. Guo and Z. C. Shao, On well-posedness, regularity and exact controllability for problems of transmission of plate equation with variable coefficients, Quarterly of Applied Mathematics, 65 (2007), no 4, 705-736.
9. B. Z. Guo and Z. C. Shao, Regularity of an Euler-Bernoulli equation with Neumann control and collocated observation, Journal of Dynamical and Control Systems, 12 (2006), no 3, 405-418.
10.B. Z. Guo and Z. C. Shao, Regularity of a Schrödinger equation with Dirichlet control and colocated observation, Systems and Control Letters, 54 (2005), 1135-1142.