[1] Seyler C E, Fanstermacler D C. A symmetric regularized long wave equation
[J].Phys Fluids, 1984,27(1) :4-7.
[2] Chen Lin. Stability and instability of solitary waves for generalized symmetric regularized long wave equations
[J].Physica D,1998,118(1/ 2):53-68.
[3] Guo Bailing. The spectral method for symmetric regularized wave equations
[J].J Comput Math ,1987, 5(4):297-306.
[4] Zheng Jiadong, Zhang Rufen, Guo Benyu. Fourier fitting spectrum method of SRLW equation
[J].Applied Mathematics and Mechanics(应用数学和力学),1989,10(9):801-810.
[5] Zheng Jiadong. Fitting spectrum mix some solutions of the generalized SRLW equation
[J].Computational Mathematics(计算数学),1989,11(1):64-72.
[6] Guo Bailing. The existence of global solutions and”blow up”phenomena for a system of multidi-mensional symmetric regularized wave equations
[J] .Acta Math Appl Sinica ,1992, 8(1): 59-72.
[7] Shang Yadong, Li Zhishen. The Fourier spectrum method applied in solution of High-dimensi- onal generalized symmetric regularized long wave equations
[J]. Higher school journal of comput-ational mathematics (高等学校计算数学学报),1999,21(1):48-60.
[8] Shang Yadong, Niu Pengcheng. Explicit Exact Solutions for the RLW Equation and the SRLW Equation in two space dimensions
[J].Applied Mathematics(应用数学),1998, 11(3):1-5.
[9] Ibragimov N H. A New Conservation Theorem
[J].Mach.Anal.Appl, 333(2007): 311-328.
[10] Dong Zhongzhou. et al.Exact travelling wave solutions of nonlinear coupled Kdv equations
[J].Chinese Journal of Quantum Electromics(量子电子学报),2006,23(3):379-382(in chinese).
[11] Tian Guichen, Liu Xiqiang. Exact solutions of the general variable coefficient Kdv equation with external force term
[J]. Chinese Journal of Quantum Electromics(量子电子学报),2005, 22(3):339-343(in chinese).
[12] Gao Jie, Liu Xiqiang, et al.New exact solutions and conservation laws to a (3+1)-dimensional nonlinear evolution equatin
[J]. Chinese Journal of Quantum Electromics(量子电子学报), 2009,26(1):16-22(in chinese).
[13] Guo Meiyu, Liu Xiqiang, Gao Jie. Differential invariants and group classification of Kdv-Bu- rgers equatin
[J]. Chinese Journal of Quantum Electromics(量子电子学报),2009,26(2):138- 147(in chinese).
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