convergence in measure
- convergence in measure的基本解释
-
-
依测度收敛
- 更多网络例句与convergence in measure相关的网络例句 [注：此内容来源于网络，仅供参考]
-
Similarly, we discuss the relation between fundamental convergence in fuzzy measure and fuzzy mean fundamental convergence of fuzzy integrals.
类似地，还讨论了"依测度基本"与"广义模糊积分平均基本"的关系。
-
First, the partial derivative is defined, based on the convergence in probability measure in the probability measure space.
本文首先在概率测度空间上，利用依概率测度收敛，定义了多随机变量函数的偏导数，并且偏导数的计算式可以通过替换实值函数的对应的偏导数中所有的实变量替换为随机变量得到。
-
In chapter 3, we study the relation between convergence in fuzzy measure of nonnegative fuzzy measurable functions and fuzzy mean convergence of fuzzy integrals.
研究了非负模糊可测函数列依测度收敛与广义模糊积分平均收敛之间的关系。
-
On the other hand, we also give several terse sufficiency conditions where the fuzzy mean convergence of fuzzy integrals implies the convergence in fuzzy measure and making them equivalent.
另一方面，文中还给出了广义模糊积分平均收敛蕴涵依测度收敛的几个简洁的充分性条件，以及使两者等价的条件。
-
Furthermore, as its corollary, we still get several terse and pragmatic sufficiency conditions where the convergence in fuzzy measure implies the fuzzy mean convergence of fuzzy integrals.
作为这一结果的推论，还得到了依测度收敛蕴涵广义模糊积分平均收敛的几个简洁、实用的充分性条件。
- 加载更多网络例句 (3)
- 更多网络解释与convergence in measure相关的网络解释 [注：此内容来源于网络，仅供参考]
-
convergence in measure：依测度收敛
convergence in mean 平均收敛 | convergence in measure 依测度收敛 | convergence in norm 依范数收敛
-
convergence in measure：依测度收敛;测度性收敛
平均收敛 convergence in mean | 依测度收敛;测度性收敛 convergence in measure | 依概率收敛 convergence in probability