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2011•Journal of Henan Institute of EngineeringRequires access

Wronskian Solution of the(3+1)-dimensional KP Equation

SI Junhui

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Abstract

Horita bilinear method provides an effective way to find out the exact solution to Nonlinear Evolution Equation.In this paper,through the Horita bilinear method,the Wronskian form of N-soliton solution for the(3+1)-dimensional KP equation is obtained.

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What this paper is about

Horita bilinear method provides an effective way to find out the exact solution to Nonlinear Evolution Equation.In this paper,through the Horita bilinear method,the Wronskian form of N-soliton solution for the(3+1)-dimensional KP equation is obtained.

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Available abstract

Horita bilinear method provides an effective way to find out the exact solution to Nonlinear Evolution Equation.In this paper,through the Horita bilinear method,the Wronskian form of N-soliton solution for the(3+1)-dimensional KP equation is obtained.

Key concepts: Wronskian, Bilinear interpolation, Bilinear form, Mathematics, Soliton, Nonlinear system, Applied mathematics, Mathematical analysis

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