论文标题
Heisenberg Ferromagnet方程层次结构的可集成负流量
Integrable negative flows of the Heisenberg ferromagnet equation hierarchy
论文作者
论文摘要
我们研究了Heisenberg Ferromagnet模型的层次结构的负面流量及其Soliton解决方案。第一个负流与所谓的短脉冲方程有关。我们提供了一个为层次结构的其他成员生成Lax对的框架。基于敷料方法的逆散射用一氧化溶液的推导说明了。
We study the negative flows of the hierarchy of the integrable Heisenberg Ferromagnet model and their soliton solutions. The first negative flow is related to the so-called short pulse equation. We provide a framework which generates Lax pairs for the other members of the hierarchy. The Inverse scattering, based on the dressing method is illustrated with the derivation of the one-soliton solution.
