摘要
研究一个3×3特征值的非线性化,证明此3×3特征值问题的非线性化是Poisson流形上具有Lie-Poisson结构的广义Hamilton系统.并用母函数法证明了其可积性.
The nonlinearization of a 3×3 eigenvalue is studied. It is proved that the nonlinearized of this 3×3 eigenval-ue problem is a generalized Hamiltonian system with a Lie-Poisson structure on the Poisson manifold. Furthermore,the generating function method is used to prove its integrability.
出处
《河南科技》
2015年第24期82-84,共3页
Henan Science and Technology
基金
河南交通职业技术学院院级科研项目(2015-YJXM-024)
