1) B-valued random sequences
B-值随机序列
1.
In this paper, we give the analogous concept of B-valued random sequences, and obtain some relative results.
本文对B-值随机序列给出了类似的概念,并得到了某些相应的结果。
2) Arrays of B-valued random element
B值随机元序列
3) adapted sequences with Banach space values
B值适应随机序列
1.
Discuss the strong convergence of series on the adapted sequences with Banach space values by stop time and the convergence theorem for B-value martingale.
利用B值鞅收敛定理和停时方法,讨论B值适应随机序列的级数收敛性,得到了一类相应的强极限定理,使得已有的若干收敛定理成为所得定理的特例。
4) Randomly Indexed Sums of B-valued Elements
B值随机元序列随机指标和
5) arrays of random elements in Banach space
B值随机元阵列
1.
In this paper,the weak law of large numbers for arrays of random elements in Banach spaces under uniform intergrability in the Cesàro sence are investigated and geometrical characterization of Banach spaces are discribed.
在“Cesàro一致可积”系列条件下研究了 B值随机元阵列的弱大数定律 ,并刻划了Banach空间的几何特
6) integral random sequence
整值随机序列
1.
Some small deviation theorems on moving average of partial sums for arbitrary integral random sequences;
非负整值随机序列滑动平均的若干强偏差定理
2.
In this paper, we study small deviation theorems of moving average for arbitrary integral random sequences.
研究任意整值随机序列部分和滑动平均的小偏差定理 ,在适当的条件下 ,有 :liminfN h- 1(N) ∑N +h(N)i=NXi α(r(ω) ) ,limsupN h- 1(N) ∑N+h(N)i =NXi β(r(ω)
补充资料：随机序列
随机序列
random sequence
随机序列[拍目佣1，月1.耽;c卿‘H明noc朋助B眼-剐Oc“1，离散时间随机过程(stoCb溺康pnx尤SSin曲crete ti叮℃)，时间序列(tl叱s~) 定义在所有整数集t=O，士1，士2，…，或正整数集t=1，2，…，上的随机函数.A.M.凡刀。M撰【补注】参考文献见随机过程(s杖尤h姐tic Pro渊)及时间序列(tinrsen。).刘秀芳译陈培德校
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参考词条