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Painlev¡§| Integrability and Abundant Localized Structures of (2+1)-dimensional Higher Order Broer-Kaup Syst

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First Author : Ji Lin

Date of Publication : 2002-01-01

Journal : Zeitschrift f¡§1r Naturforschung

Affiliation of Author(s) : 数理与信息工程学院

Document Type : 期刊

Volume : Vol.57

Issue : No.12

Page Number : 929–936

Key Words : :;Keywords;Painlev¡§|;Analysis;;Variable;Separation;Method;;Fractal;Dromion;Solution;;Peakon;Structu

Abstract : It is proven that the (2+1) dimensional higher-order Broer-Kaup system the possesses the Painlevé property, using the Weiss-Tabor-Carnevale method and Kruskal’s simplification. Abundant localized coherent structures are obtained by using the standard trun

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