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The Bilinear Bcklund Transformation of Supersymmetric KdV Equation with Self-consistent

Qingping Liu

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Abstract

This paper proposes a supersymmetric form for the classical KdV equation with self-consistent.Its bilinear form is obtained by using Hirota metheod.And using the bilinear operator identities,a bilinear Bcklund transformation is constructed for this system.

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What this paper is about

This paper proposes a supersymmetric form for the classical KdV equation with self-consistent.Its bilinear form is obtained by using Hirota metheod.And using the bilinear operator identities,a bilinear Bcklund transformation is constructed for this system.

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Available abstract

This paper proposes a supersymmetric form for the classical KdV equation with self-consistent.Its bilinear form is obtained by using Hirota metheod.And using the bilinear operator identities,a bilinear Bcklund transformation is constructed for this system.

Key concepts: Korteweg–de Vries equation, Bilinear interpolation, Mathematics, Transformation (genetics), Bilinear form, Operator (biology), Bilinear transform, Pure mathematics

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