| [1] Chien Wei-zang; Singular Perturbation Theory and Its Applications in Mechanics, Science Press, Beijing (1981). (in Chinese)
[2] A. H. Nayfeh, An Introduction to Perturbation Techniques, John Wiley & Sons, New York (1981).
[3] J. Kevorkian, and J. D. Cole, Perturbation Methods in Applied Mathematics, Springer-Verlag, New York (1980).
[4] R.H. Rand, and H. Armbruster,PerturbationMethods, Bifurcation Theory and Compute Algebra, Springer-Vertag, New York (1987).
[5] Zang Hong-ming, Perturbation-computer algebra solutions to some problems in mechanics, MS degree thesis, Shanghai University of Technology (1993). (in Chinese)
[6] Zhong Ren-bao, Computer Algebra, Defence and Technology Press, Changsha (1989). (in Chinese)
[7] Zang Hong-ming and Dai Shi-qiang, Solutions for a nonlinear oscillation equation by computer algebra, J. Shanghai Univ. Tech., 14, 3 (1993), 189-197. (in Chinese)
[8] Wang Ming-qi and Dai Shi-qiang，Computer-extention of Perturbation solution for Dumng equation，J.Shanghai Univ.Tech.，15，4(1994)(in Chinese)
[9] Zang Hong-ming and Dai Shi-qiang，Higher-order solution for interfacial solitary waves in a two-fluid system，Proc.Int.Conf on Hydrodyn.Ocean press，Beijing(1994).
[10] van M.Dyke，Computer-extended series，Ann，Rev.Fluid Mech.，16(1984)，287-309.
[11] Dai Shi-qiang，PLK method，in[1](1981)，33-86.(in Chinese) |
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