一族发展方程的无穷维Hamilton结构

Infinite Hamilton structure of an evolution equation hierarchy

通过构造研究一个新的两位势谱问题 ,利用屠格式 ,生成了一族有物理意义的 KDV发展方程组 ,并针对该族中的每一个发展方程 ,利用迹恒等式构造了该发展方程族的无穷维

A new two\|potention spectral problem is constructed. By using the Tu\|Guizhang scheme, a physically significant evolution equation hierarchy is generated, and its infinite Hamilton structures are constructed according to each evolution equation in the hierarchy.