2009•Chinese Physics BRequires access

N-soliton solution of a coupled integrable dispersionless equation

Z. Zhaqilao, Zhao Yin-Long, Zhibin Li

Open publisher page 19 citations

Abstract

A new coupled integrable dispersionless equation is presented by considering a spectral problem. A Darboux transformation for the resulting coupled integrable dispersionless equation is constructed with the help of spectral problems. As an application, the N -soliton solution of the coupled integrable dispersionless equation is explicitly given.

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What this paper is about

A new coupled integrable dispersionless equation is presented by considering a spectral problem. A Darboux transformation for the resulting coupled integrable dispersionless equation is constructed with the help of spectral problems. As an application, the N -soliton solution of the coupled integrable dispersionless equation is explicitly given.

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OpenAlex reports 19 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A new coupled integrable dispersionless equation is presented by considering a spectral problem. A Darboux transformation for the resulting coupled integrable dispersionless equation is constructed with the help of spectral problems. As an application, the N -soliton solution of the coupled integrable dispersionless equation is explicitly given.

Key concepts: Integrable system, Dispersionless equation, Soliton, Transformation (genetics), Physics, Mathematical physics, Camassa–Holm equation, Mathematical analysis

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