Wang Shuping -王淑平

Author:Date:2020-10-15Views:340

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Personal information

Name: Wang Shuping 

Office: Room 408, South of 6th Building, Hangzhou Dianzi Campus, Xiasha, Hangzhou  

Current occupation: School of Science, Hangzhou Dianzi University

Telephone: (86)-571-86878594

E-Mail: wsp_2011@hdu.edu.cn 

 

EDUCATION

Sep. 2002-Jun. 2006, B.S., Department of Mathematics, School of Science, Hebei University of Engineering, P. R. China

Sep. 2006-Jun. 2008, M.S., Department of Mathematics, School of Science, Tianjin University, P. R. China

Sep. 2008-Jun. 2011, D.E., Department of Automation, School of Electrical Engineering and Automation, Tianjin University, P. R. China 

Professional Working Experience

2011-present, Lecturer, Department of Mathematics, School of Science, Hangzhou Dianzi University., P. R. China

RESEARCH INTEREST  

  Biomathematics 

  Robust Control Theory 

  Distributed Parameter System

Selected Publications

1. HE Zerong, WANG Shuping, ZHANG Chunguo, Approximate Controllability for a Nonlinear Hierarchical Age-Structured Population System, J. of Sys. Sci. & Math. Scis. 40(5), 775-782,2020

2. Zerong He, Dongdong Ni, Shuping Wang, Optimal harvesting of a hierarchical age structured population system, International Journal of Biomathematics, 12(8), 2019 (SCI)

3. Zerong He, Huai Chen, Shuping Wang, The global dynamics of a discrete nonlinear hierarchical population system, International Journal of Biomathematics, 12(2), 2019(SCI)

4. Shuping Wang, Wu Peng, Zerong He, Numerical Analysis of Stability for a Nonlinear Size-Structured Population Model with Elastic Growth, Math. Biol. Neurosci.7,1-15, 2019

5. HE Zerong, NI Dongdong, WANG Shuping, Control Problem for a Class of Hierarchical Population System, J. of Sys. Sci. & Math. Scis. 38(10), 1140-1148, 2018

6. Shuping Wang, Zerong He, Approximate controllability of population dynamics with size dependence and spatial distribution, ANZIAM J.58, 474-481, 2017(SCI)

7. V. V. Fomichev, A. V. Maltseva, W. Shuping, Stabilization Algorithm for Linear Time-Varying Systems, Differential Equations, 53(11), 1526-1531, 2017(SCI)

8. Shuping Wang, Zerong He, Boundary controllability of nonlinear size structured population dynamics, Commun. Math. Biol. Neurosci. 15, 1-12, 2016

SUPPORTING FUNDING

Controllability for a Size-Structured Population Dynamics,

No. Y201737890, Year: 2017-2019, Foundation of Zhejiang Educational Committee, P. R. China