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Exact Solutions for the N=2 Supersymmetric KdV Equation with the Bosonization Approach

机译:玻色化方法求解N = 2超对称KdV方程的精确解

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摘要

The bosonization approach is applied to the N = 2 supersymmetric KdV (SKdV) equation with a goal of building a system of coupled bosonic equations. It avoids the difficulties caused by intractable anticommuting fermionic fields. By solving the coupled bosonic equations, the exact solutions for the N = 2 SKdV equation are demonstrated with the mapping and deformation method and the Lie point symmetry theory.
机译:玻色化方法应用于N = 2超对称KdV(SKdV)方程,目的是建立耦合的玻色子方程组。它避免了棘手的反换向费米子场带来的困难。通过求解耦合的玻色子方程,用映射和变形方法以及李点对称性理论证明了N = 2 SKdV方程的精确解。

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