1) rowwise φ-mixing
逐行φ-混合
2) φ-mixing
φ-混合
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/p0n∞a。
2.
In this paper the convergence of random dirichlet series under identicaldistributed and φ-mixing variables {Xn} satisfy the following|and other suitable conditions are studied and some new results are also given.
本文利用强大数定律和Borel-cantelli引理研究了随机狄里克莱级数 为同分布的φ-混合序列,且满足, 等条件时的收敛性,得到了一些新的结果。
3.
In this peper,we extend his result to φ-mixing and ρ1 -mixing, two new mixing cases.
本文在φ－混合和ρ1－混合两种情形下也得到类似结果。
3) strong Φ-mixing
强Φ-混合
4) φ mixing property
φ-混合性
5) φ mixing
φ混合
1.
Some sufficient conditions of the complete convergence and strong convergence of weighted sums of ρ mixing and φ mixing random sequences are established.
给出ρ混合、φ混合序列的完全收敛和强收敛的充分条件 ,所得结论推广和改进了文献 [1～ 3]的部分结论 ,推广并部分改进独立同分布的结果 。
2.
In this paper, the strong law of large numbers of a sequence of random variables was got on respective the condition of independence and non identical distribution and the condition of the φ mixing.
本文分别在独立非同分布以及φ混合的条件下得到了随机变量列的强大数定律。
6) φ mixing sequence
φ混合序列
1.
While the mixing coefficients decreasing at the speed of logarithm, with the help of Strassen Skorohod embedding theorem,we discussed the strong approximation of partial sums of φ mixing sequence,improved the result of and increased the speed of strong approximation.
在混合系数以对数形式下降的情况下，借助于Ｓｔｒａｓｓｅｎ－Ｓｋｏｒｏｈｏｄ嵌入定理，我们讨论了φ混合序列部分和的强逼近，改进了文献［１］中的结果，提高了逼近的速
补充资料：耽耽逐逐
1.瞪目逼视而急欲攫取。语本《易．颐》:"虎视耽耽﹐其欲逐逐。"《汉书．叙传下》"六世耽耽"唐颜师古注引作"虎视耽耽，其欲浟浟"，曰:"耽耽，威视之貌也。浟浟，欲利之貌也。今《易》浟字作逐。" 2.形容贪婪追逐貌。
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