Bilinear Characterization of Higher Order Ito-Equations

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概要

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• We construct an infinite family of soliton equations, the lowest member of xvhich correspondsto the Ito-equation: using the bilinear formalism, we obtain a generic bilinear form leading to arecursion operator for this family. A generic Lax-pair arnd bilinear Bicklund-transformation arealso reported.

• 社団法人日本物理学会の論文
• 1996-05-15

著者

• Hu Xing-biao

  Dienst Theoretische Natuurkunde Vrije Universiteit Brussel:institute Of Computational Methematics An

• SPRINGAEL Johan

  Dienst Theoretische Natuurkunde,Vrije Universiteit Brussel

• LORIS Ignace

  Engineering Computing,Academia Sinica

• Loris Ignace

  Engineering Computing Academia Sinica

• Springael Johan

  Dienst Theoretische Natuurkunde Vrije Universiteit Brussel

関連論文

• Bilinear Characterization of Higher Order Ito-Equations
• On the Hirota Representation of Soliton Equations with One Tau-Function : General Physics
• Construction of Backlund Transformations with Binary Bell Polynomials

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