根据连续函数空间范数的定义，提出了电力系统运行状态与故障后稳定平衡状态之间距离的概念。
Based on the definition of norms in continuous function Spaces, a concept of distance between the operation state and the post-fault stable equilibrium state is suggested.
结论推广了线性算子半群的范数连续性质保持，丰富和完善了非线性算子半群的理论。
The result derived extends persistence of norm continuity of linear strongly continuous semigroups and enriches theory of semigroups of nonlinear operators.
该方法对分词后的语料中产生的连续单字词进行关联范数估计，利用右边缘扩展的方法判断词的边界。
This new method is based on association norm estimation, and searches for the word boundaries by right boundary expanding.
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