uniqueness condition

In Lipschitz condition of the signal transmission functions, the uniqueness of the equilibrium for MAM is proved respectively by using M matrix properties and using homeomorphous map.

在信号传递函数满足李普希兹条件下，分别利用M矩阵性质及同胚映射证明了平衡点的唯一性。

Based on the results of their research, this paper deals with the two-phase Stefan problem in the heat equation with energy boundary condition. The existence, uniqueness and continuous dependence of the solution are also given in this paper.

本文在M.Primicerio关于两栩Stefan问题的结果基础上，对热传导方程能量积分型两相Stefan问题进行了研究，给出了解的存在性及连续相依性的结果。

Applying the integral a priori estimates method, the existence and uniqueness of the global solution for the generalized Hasegawa-Mima equation with initial periodic boundary condition was proved.

运用关于时间的一致先验估计，证明了具有周期边值条件的广义Hasegawa-Mima方程整体解的存在性、惟一性。