非平稳NA随机变量域的重对数律

O212; 利用Rosenthal型最大值不等式、Kolmogorov型指数不等式及Stein方法,邵启满、苏淳就强平稳的NA随机变量于1999年建立了重对数律.本文利用与之类似的截尾方法,在期望为0,且2+r阶距有限的条件下,得到了非平稳的NA随机变量域的重对数律....

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Published in浙江大学学报(理学版) Vol. 30; no. 4; pp. 384 - 387
Main Author 黄炜
Format Journal Article
LanguageChinese
Published 浙江大学,数学系,浙江,杭州,310028 2003
Subjects
重对数定律
随机变量域
NA序列
Online AccessGet full text
ISSN1008-9497
DOI10.3321/j.issn:1008-9497.2003.04.007

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Abstract O212; 利用Rosenthal型最大值不等式、Kolmogorov型指数不等式及Stein方法,邵启满、苏淳就强平稳的NA随机变量于1999年建立了重对数律.本文利用与之类似的截尾方法,在期望为0,且2+r阶距有限的条件下,得到了非平稳的NA随机变量域的重对数律.
AbstractList O212; 利用Rosenthal型最大值不等式、Kolmogorov型指数不等式及Stein方法,邵启满、苏淳就强平稳的NA随机变量于1999年建立了重对数律.本文利用与之类似的截尾方法,在期望为0,且2+r阶距有限的条件下,得到了非平稳的NA随机变量域的重对数律.
Author 黄炜
AuthorAffiliation 浙江大学,数学系,浙江,杭州,310028
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随机变量域
NA序列
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Title 非平稳NA随机变量域的重对数律
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