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1)  pairwise independent
两两独立
1.
x∈R ~+,(sup)n|X_n|≥x≤P|X|≥x, we prove their strong law of large numbers of type M-Z under independent, pairwise independent or φ-mixing situations respectively, i.
分别考虑不同分布随机变量序列Xn,n≥1为独立,两两独立和φ-混合情形,在其尾概率被随机变量X∈Lp一致控制(即对x∈R+,supnP|Xn|≥x≤P|X|≥x,成立)的条件下,证明了Marcinkiewicz-Zygmund型强大数律,即Sn-ESn/n1/p0n∞a。
2.
Let {X,Xn,n≥0} be a sequence of pairwise independent identically distributed random variables, 1<p<2.
设{X,Xn,n≥0}是两两独立同分布的随机变量序列,1
3.
The strong law of large numbers for double arrays of pairwise independ ent random variables was investigated and the following results obtained: Let b e double arrays of pairwise independent random variables and, when arbitrary ,a nd .
设为两参数两两独立的随机变量序列,若对任意的,且,,则。
2)  pairwisely independent
两两独立性
3)  independent two-perameter
独立两参数
4)  two independences
两个独立性
1.
Regulative relationship is the genuine relationship of sufficient condition which includes two independences.
真正的充分条件关系刻划清楚后便是制约关系,事实上具有"两个独立性"。
5)  discrete stage theory
独立两阶段理论
6)  two independent variables
两个独立变量
1.
The aim of this paper is to establish new integral inequalities involving functions of two independent variables which is related to Hardy s integral inequality.
建立了两个独立变量函数的新的Hardy型积分不等式。
补充资料:两两
1.成双成对。 2.犹言稀稀落落。
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