[1] R.Teman.Infinite-dimensional dynamical system in mechanics and physics, Appl.Math.Soc., V.68.Springer-Verlay, Berlin, New York (1988).
[2] A.Debussche and M.Marion, On the constructure of families of approximate inertial manifolds.J.Diff.Egu., a0 (1992), 173～201.
[3]O.Goubet, Construction on approximate inertial manifolds using wavelets, SIAM, J.Math.Anal., 9 (1992), 1455～1481.
[4] N.M.Ercolani, D.W.Mclaughlin and H.Roitner, Attractors and transients for a perturbed periodic KdV equations: a nonlinear spectral analysis, J.Nonli.Sci., 3 (1993),477～539.
[5] S.M.Sun and M.C.Shen, Exponential small estimate for a generalized solitary wave solution to the perturbed KdV equation, Nonli.Analy., 23, 4 (1994), 545～564.
[6] Tian Lixin and Xu Zhenyuan, The research of longtime dynamics behavior in weakly damped forced KdV equation, Applied Mathematics and Mechanics (English Ed.), 18, a (1997), a21～a28.
[7] C.K.Chui, An Introduction to Wavelet, Academic Press, Inc., USA (1992).
[8] Tian Lixin, Lu Dianchen and Liu Zengrong, The wavelet Galerkin method in weakly damped forced KdV equation, MMM-Ⅶ, Shanghai University Press, 1997. |
Email Alert
RSS