Xu, Xiaoping
Release time: 2019-05-02     Viewed:
 

Name: XiaoPing Xu

Current position: Lecturer

Contact Information:

School of Mathematical Sciences,

Ocean University of China,

238 Songling Road,

Qingdao, China, 266100

Email: xuxiaopingouc@163.com

Education:
Ph.D. in Operational Research and Cybernetics , January 2009
School of Mathematical Sciences, Dalian University of Technology, P. R. China.

M. Sc. in Computational MathematicsDecember 2005
Department of Applied Mathematics, Dalian University of Technology, P. R.China.


Research Interests:

Control Theory in Hilbert Space: Stabilization,Optimization and so on;

Numerical approximation Theory.


Selected Publications:

  1. Xiaoping Xu, Liu Liu, Robust stability analysis for linear systems subjected to time-varying uncertaintieswithin the framework of nest algebraScienceAsia, 2018,(44): 46-53.(SCI)

  2. Feng-Gong Lang, Xiao-Ping Xu,An Enhanced Quartic B-spline Methodfor a Class of Non-linearFifth-OrderBoundaryValueProblems. Mediterranean Journal Of Mathematics, 2016, 13:4481-4496.(SCI )

  3. Xu XiaopingLiu Liu.Controllers design of simultaneously strong stabilization for two linear time-varying systems,Control and Decision, 30(10):1890-1894,2015.(EI)

  4. Xiaoping Xu, Yanyue Shi. Controllers design for linear time-varying systems with additive perturbation, 2015 27th ChineseControl and Decision Conference, Qingdao,China, 3027-3031, 2015. (EI)

  5. Xiaoping Xu, Minhui Sun. On strong stabilization for linear time-varying  systems. Proceedings of the 34th Chinese Control Conference, July 28-30, 2015, Hangzhou, China, 1473-1477. (EI)

  6. Xiaoping Xu, Yufeng Lu, Weighted sensitivity minimization with a stable controller. Journal of Mathematical Research with Applications, 2014, 34(6):736--742.

  7. Xiao-Ping Xu,Feng-Gong Lang,Quintic B-spline method for function reconstruction from integral values of successivesubinterval, Numerical Algorithms, 2014, 66:223-240.(SCI)

  8. Feng-Gong Lang, Xiao-Ping Xu,A new cubic B-spline method for linear fifth order boundary value problems. J Appl Math Comput, 2011, 36: 101–116. (EI)

  9. Feng-Gong Lang, Xiao-Ping Xu, Quartic B-spline collocation method for fifth order boundary value problems.  Computing,2011, 92: 365-378 . (SCI)

  10. Yufeng Lu, Xiaoping Xu, The Stabilization Problem for Linear Discrete Time-varying Systems. Systems & Control Letters, 2008, 57(11): 936-939. (SCI)

  11. Lu Yu Feng, Xu Xiao Ping, Simultaneous Stabilization for Lots of Plants. Journal of Mathematical Research & Exposition, 2008, 28(3): 529-534.




Grants:

  1. National Natural Science Foundation of China, No:11701537, Research on the stability for linear time-varying systems within the framework of nest algebra, 2018.01-2020.12;

  2. National Natural Science Foundation of China, No:11201438,Toeplitz operators and Hankel operators of Bergman type space, 2013.01-2015.12

  3. National Natural Science Foundation of China, No:11501533, Research on new theory, method and application of integral spline function approximation, 2016.01-2018.12

  4. National Natural Science Foundation of China, No: 61203101, Time-Weighted H2 Model Reduction for Markov JumpSystems, 2013.1-2015.12

  5. Shandong Province Young Scientist research Award Fund,Research on Toeplitz operator, Hankel operator and related number sequence,No:BS2012SF031, 2012.07-2014.12.