bilinear backlund transformations of two -dimensional nonlinear evolution equati

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bilinear backlund transformations of two (2 1)-dimensional nonlinear evolution equations using symbolic computation
全部作者： zai-chun yang xiang-hua meng hong-wu zhu juan li xing lv bo tian
第一作者单位： bupt
论文摘要： in this paper two (2 1)-dimensional nonlinear evolution equations, the boiti-leon-manna-pempinelli equation and calogero equation, are investigated and the bilinear backlund transformations and lax pairs of them are obtained by using the hirota direct method and symbolic computation. those two equations have the similar linear terms and the same nonlinear terms with different coefficients. suchdifference in the coefficients causes different results out of those two equations with the same method.
关键词： boiti-leon-manna-pempinelli equation; calogero equation; backlund transformation; hirota direct method; lax pair; symbolic computation
发表日期： 2007年04月17日
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