Approximate Stationary Solitons of the Fifth Order Singularly Perturbed KdV-Type Equation

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概要

• 論文の詳細を見る
• Physical Society of Japanの論文
• 2001-09-15

著者

• ZHU Zuo-Nong

  Department of Mathematics, Hong Kong Baptist University

• Zhu Zuo-nong

  Deparment Of Applied Mathematics Shanghai Jiao Tong University

• XUE Weimin

  Department of Mathematics, Hong Kong Baptist University

• Xue Weimin

  Department Of Mathematics Hong Kong Baptist University

• Xue Weimin

  Department Of Mathematics Fujian Normal University

• ZHU Zuo-Min

  Department of Mathematics, China Coal Economics College

関連論文

• A Differential-Difference Caudrey-Dodd-Gibbon-Kotera-Sawada Equation : General Physics
• New Matrix Lax Representation for a Blaszak-Marciniak Four-Field Lattice Hierarchy and Its Infinitely Many Conservation Laws
• Approximate Stationary Solitons of the Fifth Order Singularly Perturbed KdV-Type Equation
• Strongly noetherian modules and rings
• On PP rings
• Quasi-hamsher Modules and Quasi-max Rings
• New Lax Representation and Integrable Discretization of the Relativistic Volterra Lattice
• Approximate Stationary Solitons of the Fifth Order Singularly Perturbed KdV-Type Equation

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