[1] Lefever R, Herschkowitz-Kaufman M, Turner J M. The steady-state solutions of the Brusselator model[J]. Phys Lett A,1977,60(3):389-396.
[2] Vani P K, Ramanufam G A, Kaliappan P. Painleve analysis and particular of a coupled nonlinear reaction diffusion system[J]. J Phys A: Math Gen,1993,26(3):L97-L100.
[3] Pickering A. A new truncation in Painleve analysis[J]. J Phys A: Math Gen,1993,26(20):4395-4406.
[4] Ndayirinde I, Malffliet W. New special solutions of the 'Brusselator' reaction model[J]. J Phys A: Math Gen,1997,30(14):5151-5158.
[5] Larsen A L, Weiss approach to a pair of coupled nonlinear reaction-diffusion equations[J]. Phys Lett A,1993,179(2):284-290.
[6] FAN En-gui,ZHANG Hong-qing.The homogeneous balance method for nonlinear soliton equations[J].Acta Physica Sinica 1998,47(7):1254-1260.(in Chinese)
[7] YAN Zhen-ya, ZHANG Hong-qing. Backlund transformation and exact solutions for (2+1)-dimensional KPP equation[J]. Communications in Nonlinear Science and Numerical Simulation,1999,4(2):146-150.
[8] YAN C C. A simple transformation for nonlinear waves[J]. Phys Lett A,1996,224(1):77-84.
[9] YAN Zhen-ya, ZHANG Hong-qing. Explicit exact solutions for the variant Boussinesq equation in mathematical physics[J]. Phys Lett A,1999,252(3):291-297.
[10] YAN Zhen-ya,ZHANG Hong-qing,FAN En-gui.Explicit exact solutions for a class of nonlinear evolution equations[J].Acta Physica Sinica 1999,48(1):1-5.(in Chinese)
[11] Wu W. On zeros of algebra equations[J]. Kexue Tongbao,1986,31(1):1-5.
[12] Chacdhury S R. Painleve analysis and special solutions of two families of reaction-diffusion equations[J]. Phys Lett A,1991,159(6):311-317. |