Similarity Analysis of Nonlinear Equations and Bases of Finite Wavelength Solitons

Physics – Mathematical Physics

Scientific paper

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18 pages Latex, 6 figures eps

Scientific paper

10.1142/S0218301300000167

We introduce a generalized similarity analysis which grants a qualitative description of the localised solutions of any nonlinear differential equation. This procedure provides relations between amplitude, width, and velocity of the solutions, and it is shown to be useful in analysing nonlinear structures like solitons, dublets, triplets, compact supported solitons and other patterns. We also introduce kink-antikink compact solutions for a nonlinear-nonlinear dispersion equation, and we construct a basis of finite wavelength functions having self-similar properties.

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