[栏目图片]

Liu Qiang

     
Updated:: 2015-11-12  Clicks: 194  

Liu Qiang

Associate Professor;

ADDRESS: Dongfeng Road, No. 5, Zhengzhou, Henan

PHONE: 0371--63556153

FAX:

E—mail:liuqiangddr@126.com

Websites:

Research field: The main research focus on exact solutions   of nonlinear differential systems research, nonlinear system theory, method   and application, and so on.

Education background

1994.09—2008.07, ShaanxiNormalUniversity,   Department of Mathematics, Bachelor;

2002.09—2005.06, ZhengzhouUniversity,   Department of Mathematics, Master;

2007.09—2011.03, university of Shanghai   for science and technology, school of management, Doctor.


Course of teachingHigher Mathematics, Linear Algebra   and Space Analytic Geometry, probability and statistics, Mathematical Modeling, Methods of   Mathematical and Physics.


Research production:

1.Zhang,   Weiguo(*)Liu, QiangLi,   ZhengmingLi, XiangBounded   Traveling Wave Solutions of Variant Boussinesq Equation with a Dissipation   Term and Dissipation EffectActa Mathematica Scientia2014343):941-959。(SCI

2.Liu Qiang*, Zhu Yun, Wang Yuanzheng, Qualitative   Analysis and Travelling Wave Solutions for the Chaffee-Infante EquationReports on   Mathematical Physics 71:177-1932013,SCI

3.Zhang Weiguo*, Liu Qiang, Li Xiang, Guo Boling,   Shape Analysis of Bounded Traveling Wave Solutions and Solution to the   Generalized Whitham-Broer-Kaup Equation with Dissipation Terms, Chinese Annals   of Mathematics, Series B, 33B(2), 281–308, 2012. SCI

4.Liu Qiang*, Zhang Weiguo. Exact travelling wave   solutions for the dissipative (2+1)-dimensional AKNS equation. Applied   Mathematics and Computation, 217:735-744, 2010. SCI

5.Liu Qiang*, Zhang Weiguo. Exact travelling wave   solutions of the dissipative coupled Korteweg-de Vries equation. Applied   Mathematics and Computation, 215:4203-42152010. SCI

6.Liu   Qiang*, Du Dianlou. The nonlinearization of a 2 + 1-dimensional soliton   equation. Modern Physics Letter B, 22(32):3179-31942008.SCI

Research   projects:

1. Qualitative analysis and travelling   wave solutions for a set of couple equation with a dissipation termBasic and   Advanced Project of Science and Technology Department of Henan2013.4-2016.4.

2. The solution and application of   dissipative wave equationScience and Technology Research   Projects of The Education Department of Henan. 2013.3-2016.3.

Honors:

1.Study on the stability of generalized switching system,The first prize of Science and technology achievements of The Education Department of Henan.

2.The nonlinearization of a (2 + 1)-dimensional soliton equation,Two prize of Henan excellent academic thesis of Natural Science.

3. Exact travelling wave solutions of the dissipative coupled Korteweg-de Vries equation,Two prize of Henan excellent academic thesis of Natural Science.

4. Exact travelling wave solutions for the dissipative (2+1)-dimensional AKNS equation Two prize of Henan excellent academic thesis of Natural Science.

Part-time job:

Academic activities:



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