摘要
文［１］讨论了Ｌ一统计量的一种能达到Ｏ（１／ｎ）精确性的Ｂｏｏｔｓｔｒａｐ副近，本文则在适当条件下，证明了上述Ｂｏｏｔｓｔｒａｐａ副近能达到精确性ｏ（１／ｎ），并给出了Ｌ一统计量的一阶Ｅｄｇｅｗｏｒｔｈ展开的估计．
A kind of bootstraping method for a L-statistic which can achieve the approximate accuracy of O(1/n) is discussed in paper [1]. Ill this paper, we give one-term Edgeworth expansion estimate for a L-statistic and show that the Bootstrap approximation given by paper [l] can achieve the approximate accuracy of o(1/n) under suitable conditions.
出处
《应用概率统计》
CSCD
北大核心
2000年第2期113-124,共12页
Chinese Journal of Applied Probability and Statistics
基金
安徽省教委自然科学基金
