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2006年2期
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Chung-type Law of the Iterated Logarithm on l^P-valued Gaussian Processes
Chung-type Law of the Iterated Logarithm on l^P-valued Gaussian Processes
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摘要
Byestimatingsmallballprobabilitiesforl~p-valuedGaussianprocesses,aChung-typelawoftheiteratedlogarithmofl~p-valuedGaussianprocessesisgiven.
DOI
3j7m9wwqj1/417729
作者
Wen Sheng WANG;Li Xin ZHANG
机构地区
不详
出处
《数学学报:英文版》
2006年2期
关键词
迭代算法
高斯过程
球概率
估计值
分类
[理学][基础数学]
出版日期
2006年02月12日(中国Betway体育网页登陆平台首次上网日期,不代表论文的发表时间)
相关文献
1
LINZHENGYAN.
ON LARGE INCREMENTS OF l^p-VALUED GAUSSIAN PROCESSES
.基础数学,1997-02.
2
ZhengYanLIN;SeaungHyuneLEE;KyoShinHWANG;YongKabCHOI.
Some Limit Theorems on the Increments of l^p-valued Multi-Parameter Gaussian Processes
.基础数学,2004-06.
3
HuangWei ZhangLixin JiangYe.
PRECISE RATE IN THE LAW OF ITERATED LOGARITHM FOR ρ-MIXING SEQUENCE
.基础数学,2003-04.
4
洪圣岩;陈规景;孔繁超;高集体.
A LAW OF THE ITERATED LOGARITHM FOR NEAREST NEIGHBOR ESTIMATION OF MULTIVARIATE DENSITY FUNCTION
.基础数学,1992-04.
5
Zheng Yan LIN;Sung Chul LEE(Sungchul LEE).
The Law of Iterated Logarithm of Rescaled Range Statistics for AR(1) Model
.基础数学,2006-02.
6
GUO Yongjiang;HOU Xiyang.
Strong Approximation Method and the (Functional) Law of Iterated Logarithm for GI/G/1 Queue
.系统科学,2017-05.
7
Ye JIANG;Li Xin ZHANG.
Precise Rates in the Law of Iterated Logarithm for the Moment of I.I.D. Random Variables
.基础数学,2006-03.
8
De Li LI;Andrew ROSALSKY;Andrei VOLODIN.
On the Relationship Between the Baum-Katz-Spitzer Complete Convergence Theorem and the Law of the Iterated Logarithm
.基础数学,2007-04.
9
Kehe Zhu.
BERGMAN TYPE PROJECTIONS ON L^p SPACES
.基础数学,2005-02.
10
WenJiwei.
CONTINUITY OF l^2-VALUED TWO-PARAMETER ORNSTEIN-UHLENBECK PROCESSES
.基础数学,2001-04.
来源期刊
数学学报:英文版
2006年2期
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迭代算法
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