中文
Published date:2014-03-14    Provided by:数学系

Mingshu Peng

  Personal Information
Title  
Position  Professor
Tel:  86-10-51684409-205
E-mail:  mshpeng@bjtu.edu.cn
Present Address: School of Science, Beijing Jiaotong University,No 3. Shangyuancun, Haidian District, Beijing, P.R.China, 100044
  Education
Master of Science, Hunan University, 1994-1997

Ph.D., Beijing Institute of Technology, 1994-1997  

  Research Interest

l  Lower-higher/Infinite-dimensional dynamical systems

l  Differential equations

l  Difference Equations

l  Population biology

l  Artificial Neuron networks

l  Complex Networks

l  Numerical methods

  Funding

1.    Complexity of Difference systems and its Applicatons M. Peng, Supported by NSF, Tianyuan Foundation (A0324622)  2004.01-2006.12

2.    Multistability and spatio-temporal behavior in delayed systems and its applications Supported by NSFC(10871019) 2009.1-2011.12

3.     Nonlinear diffusion, multistability and its control in complex systems, Supported by SRF for ROCS, SEM, (Scientific Research Foundation of Returned Oversea Council scholar, State Education Ministry) 2008.1-2010.12

  Major Publication
  • Ranran Cheng, Mingshu Peng, Weibin Yu, Bo Sun, and Jinchen Yu, Stability analysis and synchronization in discrete-time complex networks with delayed coupling,Chaos 23, 043108 (2013)
  • Mingshu Peng, Jinchen Yu, Xiujuan Wang, Complex dynamics in simple delayed two-parameterized models,Nonlinear Analysis: Real World Applications 13  2530–2539(2012)
  • Mingshu Peng and Xiaozhong Yang, New stability criteria and bifurcation analysis for nonlinear discrete-time coupled loops with multiple delays,Chaos, 20(1), 13125, 2010
  • Mingshu Peng and Y. Yuan, Synchronization and desynchronization in a delayed discrete neural network, Int. J. Bifurcations Chaos Appl. Sci. Eng. 17, No. 3. 781-803 (2007)
  • Mingshu Peng, Bifurcation and Stability Analysis of Nonlinear Waves in  Symmetric Delay Differential Systems, Journal of Differential Equations,  232(2007)  521-543

·         Mingshu Peng, Bifurcation and chaotic behavior in the Euler method for a Kaplan-Yorke prototype delay model. Chaos, Solitons and Fractals, 20(3), 2004:489-496

 

  Awards & Honors

 

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