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吕卓生
发布时间:2011-03-22

  数学系 副教授 吕卓生

 
 
姓名 吕卓生
职称 副教授
所在部门 数学系
职务  
办公室 主楼1001
电话 62282322
电子邮件 zslu@bupt.edu.cn

研究方向与兴趣:可积系统理论、数学机械化、非线性动力系统

 

学术经历:

2006.7 至今,    副教授    北京邮电大学理学院

2012.2-2013.2    访问学者  University of Texas at Arlington,USA.

2004.4-2006.2    博士后    中科院数学机械化重点实验室

 

部分已发表论文

 

1. 吕卓生,Wenxiu Ren, Wronskianform solutions for a variable coefficient Kadomtsev–Petviashvili equation, Communications in Theoretical Physics 61 (2014) 339–343  (SCI)

2. 吕卓生,Jianzhong Su, Fuding Xie, Construction of exact solutions to the Jimbo-Miwa equation through Baklund transformation and symbolic computation, Computers and Mathematics with Applications 65 (2013) 648-656  (SCI)

3. 吕卓生,Special bi-solitons for asymmetric Nizhnik–Novikov–Veselov equation, Communications in Theoretical Physics 55 (2011) 85–88  (SCI)

4.吕卓生,Fuding Xie,Explicit bi-soliton-like solutions for a generalized KP equation with variable coefficients, Mathematical and Computer Modelling 52 (2010) 1423-1427  (SCI)

5. 吕卓生,Lixia Duan, Fuding Xie, Cross soliton-like waves for the (2+1)- dimensional breaking soliton equation,Chinese Physics Letters 7 (2010) 070502  (SCI)

6. 吕卓生,Lixia Duan, Control of codimension-2 Bautin bifurcation in chaotic Lüsystem, Communications in Theoretical Physics 52 (2009) 631–636  (SCI)

7. 吕卓生,Lixia Duan, Anti-control of Hopf bifurcation in the chaotic Liu System with Symbolic Computation, Chinese Physics Letters 5 (2009) 050504  (SCI)

8. 吕卓生,Infinite generation of soliton-like solutions for the (2 + 1)-dimensional generalized Broer–Kaup system,Nonlinear Analysis 67 (2007) 2283–2288  (SCI)

9. 吕卓生,Lixia Duan, Codimension-2 Bautin bifurcation in the Lü system, Physics Letters A 366 (2007) 442–446  (SCI)

10. 吕卓生,Similarity solutions for the Boiti–Leon–Pempinelli Equation with symbolic computation, Advances in Nonlinear Waves and Symbolic Computation, 2008,book chapter.

11. 吕卓生,Symbolic computation study of (2+1)-dimensional dispersive long wave equations,Communications in Theoretical Physics 46 (2006) 199–202  (SCI)

12. 吕卓生,A Burgers equation-based constructive method for solving nonlinear

evolution equations, Physics Letters A 353 (2006) 158–160  (SCI)