摘要
本文首先对具有 p( 1 <p≤ 2 )阶矩的独立 B值随机变量列 {Xn}研究了 Fuk-Nagaev型不等式 。
In this paper, the Fuk- Nagaev’s inequality has been studied under the integrab i lity condition E‖X j‖p<∞,(1<p≤2), and some consequences about the law of iterated logarithm are obtained by this inequality.
出处
《应用数学》
CSCD
2000年第1期122-128,共7页
Mathematica Applicata
基金
河南省自然科学与教育基金资助
华中理工大学引进人才基金资助
关键词
Fuk-Nagaev型
不等式
B值随机元
重对数律
B- valued random variable
Bernoulli sequence
Law of iterated logarithm
Fuk- Nagaev type inequality
