Separation of variable method is applied to Hamilton system, which derives to the eigenproblem of Hamilton differential equations.
对于哈密顿体系的偏微分方程分离变量，导致哈密顿型微分方程及本征值问题。
The improvement to the method of variable combination makes the problem of dual variable separation in geometric programming with a multi difficulty degree simple and easy to solve.
对变量组合法进行了改进，使多困难度几何规划中对偶变量分离问题简单易解。
The formally variable separation approach is one of the best method to looking for the exact solitary wave solutions of a nonlinear physical model.
形式变量分离方法是寻找非线性物理方程孤子解的一种行之有效的方法。
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