Rational-Like Solutions of a Differential-Difference Equation Related to Ablowitz-Ladik Spectral Problem | Zendy

Zhang Jiang-ping | Zendy; Qi Li | Zendy; Shou-Ting Chen | Zendy

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Rational-Like Solutions of a Differential-Difference Equation Related to Ablowitz-Ladik Spectral Problem

Author(s) -

Zhang Jiang-ping,

Qi Li,

Shou-Ting Chen

Publication year - 2015

Publication title -

international journal of engineering mathematics

Language(s) - English

Resource type - Journals

eISSN - 2356-7007

pISSN - 2314-6109

DOI - 10.1155/2015/373798

Subject(s) - mathematics , differential equation , soliton , construct (python library) , matrix (chemical analysis) , spectral method , differential (mechanical device) , mathematical analysis , physics , computer science , nonlinear system , chemistry , thermodynamics , quantum mechanics , chromatography , programming language

By using the Casoratian technique, we construct the double Casoratian solutions whose entries satisfy matrix equation of a differential-difference equation related to the Ablowitz-Ladik spectral problem. Soliton solutions and rational-like solutions are obtained from taking special cases in general solutions

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