Asymptotic behaviour of solutions of the
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G. Scharf; W.F. Wreszinski
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Article
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1985
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Elsevier Science
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English
β 966 KB
A rigorous proof that any solution of the Kortewegde Vries equation with smooth initial data decaying sufliciently fast at infinity tends as t --$ kcci to a pure N-soliton solution at a spatially uniform rate of 1 II-'E is provided. It is also proved that the solitonless solutions have a spatially u