Parametric multi-soliton solutions of a generalized Harry-Dym type equation | Zendy

Lihua Wu | Zendy; Chendi Zhu | Zendy

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Parametric multi-soliton solutions of a generalized Harry-Dym type equation

Author(s) -

Lihua Wu,

Chendi Zhu

Publication year - 2020

Publication title -

applied mathematics letters

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.439

H-Index - 93

eISSN - 1873-5452

pISSN - 0893-9659

DOI - 10.1016/j.aml.2020.106824

Subject(s) - mathematics , korteweg–de vries equation , transformation (genetics) , soliton , type (biology) , reciprocal , parametric statistics , mathematical analysis , mathematical physics , physics , nonlinear system , chemistry , quantum mechanics , biochemistry , ecology , linguistics , philosophy , statistics , biology , gene

Resorting to a reciprocal transformation, the generalized Harry-Dym type equation is related to the KdV equation. With the help of this reciprocal transformation and Darboux transformation for the KdV equation, we obtain some new parametric multi-soliton solutions of the generalized Harry-Dym type equation, including smooth and loop solitons.

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