New DLW Hierarchy of an Integrable Coupling and Its Hamiltonian Structure

高度维的环代数学的一种类型从一个 isospectral 问题从哪个被建立被构造。因而联合的 integrable，实际上方程的存在独居的层次的一个扩大 integrable 模型，被拿零个弯曲方程的使用获得，结构其 Hamiltonian 被采用构造二次的身份得出。

A type of higher-dimensionaJ loop algebra is constructed from which an isospectral problem is established. It follows that an integrable coupling, actually an extended integrable model of the existed solitary hierarchy of equations, is obtained by taking use of the zero curvature equation, whose Hamiltonian structure is worked out by employing the constructed quadratic identity.