有限可加性
- 网络finite additivity
有限可加性-
关于外测度有限可加性的一个充要条件
On a necessary and sufficient condition of the finite additivity of outer measure
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给出了一个关于外测度有限可加性的充要条件，从而有助于深入理解测度与外测度两个重要概念之间的区别与联系。
A necessary and sufficient condition of the finite additivity of outer measure is given , then the difference and the relation between measure and outer can be better under-stood .
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在新的序关系意义下引进模糊值函数的Riemann积分的概念，并证明了这种模糊积分所具有的线性性、有限可加性、单调性。
In the sense of this new order relation , the concept of Riemann integral of fuzzy - valued functions is introduced and the linearity , finite additive property and monotonicity about this kind of fuzzy integral are proved .