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Name：

Wenxia Chen

Title：

Professor, Supervisor for post graduate students

Researchfields：

Nonlinear Partial Differential Equations

E-mail：

chenwx@ujs.edu.cn

Address：

Faculty of Science, Jiangsu University, Zhenjiang 212013, China

Education

● July 2015- September 2015: Shrot Visiting Scholar, Department of Mathematics, University of Texas-Pan American, USA. Advisers: Professor Feng Zhaosheng
● April 2018-Now, Professor in Jiangsu University, China.
Ph.D in Systems Engineering, Jiangsu University, China, September
June 2013, Advisers: Professor Tian Lixin
● M. S. in Mathematics, Jiangsu University, China, September 2003-June 2006,Advisers: Professor Tian Lixin
● Undergraduate in Mathematics, Central South University, China, September 1996- June 2000

Courses Offered

● Linear Algebra
● Advanced Mathematics
● Mathematical Analysis
● Numerical solution of differential equation

Publications

1. Wenxia Chen, Ping Yang, Weiwei Gao, Lixin Tian, The approximatesolution for Benjamin-Bona-Mahony equation under slowly varying medium, Comm. Pure Appl. Anal., 2018,17(3):823-848
2. W.Chen, L.Tian, G.Xu, P.Yang, Approximate solutions to BBM equations with bilinear control in a slowly varying medium, Electronic Journal of Differential Equations, 2017(2017),224,1-13
3. 3. W.Chen, D.Ding, X.Deng, G.Xu, The evolutionary properties on solitary solutions of nonlinear evolution equations, Advances in Mathematical Physics,2017, https://doi. org/10.1155/2017/5460216
4. W.Chen, G.Xu, Q.Xu, Global subsonic flow in a 3-D infinitely long curved nozzle,Electronic Journal of Differential Equations, 2017(2017),144,1-29
5.W.Chen, P.Yang, Z.Li, Q.Zhu, On the conservative finite difference scheme for the Novikov equation, International Journal of Nonlinear Science,24(2017),2,112-119
6. W.Chen, Q.Zhu, P.Yang, On the conservative finite difference scheme for the generalized Novikov equation, Journal of Applied Mathematics and Physics, 2017,5, 1776-1790
7.Wenxia Chen, Lixin Tian, Xiaoyan Deng; Cauchy problem for a generalized weakly dissipative periodic two-component Camassa-Holm system, Electron.J.Diff.Equ., Vol. 2014 (2014), No. 123, pp. 1-19
8.Chen wenxia, Tian Lixin,Deng xiaoyan, Zhang jianmei， Wave breaking for a generalized weakly dissipative two-component Camassa–Holm system, J.Math. Anal.Appl.400，406-417，2013
9.Z.Zhen, J.Wei, L.Tian, J.Zhou, W.Chen, Wave propagation in a diffusive SIR epidemic model with spatiotemporal delay, Mathematical methods in the applied sciences,41(2018),7074-7098
10. J.Wei, Z.Zhen, W.Chen, L.Tian, Nonexistence of pure multi-solitons for the quartic gBBM equation, Commun.Nonlinear SCI Numer Simulat.,55 (2018), 1-15
11. W.Gao, L.Tian, W.Chen, The approximate solution for BBM equation under slowly varying medium, International Journal of Nonlinear Science,19 (2015), 2,121-128
12.W.Guo, L.Tian, W.Chen, Z.Zhen, On the nonexistence of pure Multi-Solitons for the Benjamin-Bona-Mohony equation, International Journal of Nonlinear Science,20 (2015),2,93-99
13.Xiaoyan Deng, Lixin Tian, Wenxia Chen，Adaptive Stabilization of the Korteweg-de Vries-Burgers Equation with Unknown Dispersion，Journal of Applied Mathematics， Volume 2012, doi:10.1155/2012/389450
14.Xiaoyan Deng, Lixin Tian ，Wenxia Chen，Adaptive control of the generalized Korteweg-de Vries-Burgers equation，International Journal of Physical Sciences Vol. 7(10), pp. 1584 - 1590, 2 March, 2012
15.Chen wenxia, Deng xiaoyan, Zhang jianmei, On the cauchy Problem for the Generalized Weak Dissipative Camassa-Holm, International Journal of Nonlinear Science, Vol 12,No 2,236-244,2011
16.Chen wenxia, Deng xiaoyan, Zhang jianmei, Wave breaking for a generalized weakly dissipative two-component Camassa-Holm system, International Journal of Nonlinear Science, Vol 12,No 3,2011
17.Chen wenxia, Tian lixin, Deng xiaoyan, The global attractor and numerical simulation of a forced weakly damped MKdV equation, Nonlinear Analysis: Real World Applications 10,1822-1837,2009
18.Xiaoyan Deng, Wenxia Chen，Jianmei Zhang，Adaptive Control of Generalized Viscous Burgers’ Equation，International Journal of Nonlinear Science，Vol 7,No 3，2009

ResearchProject

● Research on the isospectral problem and well-posedness of the new type two-component Camassa-Holm system, January 2016-December 2018, No: 11501253, National Natural Science Foundation of China
● Research on shallow wave equation with multi-peakons, July 2014-June 2017, No: BK20140525, Natural Science Foundation of Jiangsu Province