Hua Huang
Abstract
We obtain the Hirota bilinear form of CDGK equation by appropricate transformation,furthery the analytical expressions of multiple-soliton solutions is achieved and the features of the interaction of CDGK equation's multiple-soliton solution is illustrated by using the 3D maps.
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We obtain the Hirota bilinear form of CDGK equation by appropricate transformation,furthery the analytical expressions of multiple-soliton solutions is achieved and the features of the interaction of CDGK equation's multiple-soliton solution is illustrated by using the 3D maps.
Key concepts: Bilinear interpolation, Soliton, Bilinear transform, Transformation (genetics), Bilinear form, Mathematics, Applied mathematics, Mathematical physics