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Solutions for non-isospectral variable coefficient KdV equation

Solutions for non-isospectral variable coefficient KdV equation
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摘要 By bilinear approach we derive N-soliton-like solutions for a variable coefficient KdV equation with some x-dependent coefficients. This equation can be considered as a non-isospectral variable coefficient KdV equation. Solutions in Hirota’s form and Wronskian form are given, respectively. By bilinear approach we derive N-soliton-like solutions for a variable coefficient KdV equation with some x-dependent coefficients. This equation can be considered as a non-isospectral variable coefficient KdV equation. Solutions in Hirota’s form and Wronskian form are given, respectively.
出处 《Journal of Shanghai University(English Edition)》 CAS 2010年第6期410-414,共5页 上海大学学报(英文版)
基金 Project supported by the National Natural Science Foundation of China (Grant Nos.10371070, 10671121) the Shanghai Leading Academic Discipline Project (Grant No.J50101)
关键词 non-isospectral variable coefficient KdV equation Hirota method Wronskian technique non-isospectral variable coefficient KdV equation Hirota method Wronskian technique
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