摘要
Consider a linear function of order statistics (“L‐estimate”) which can be expressed as a statistical function T(Fn) based on the sample cumulative distribution function Fn. Let T*(Fn) be the corresponding jackknifed version of T(Fn), and let V2 n be the jackknife estimate of the asymptotic variance of n 1/2T(Fn) or n 1/2T*(Fn). In this paper, we provide a Berry‐Esséen rate of the normal approximation for a Studentized jackknife L‐estimate n1/2[T*(Fn) ‐ T(F)]/Vn, where T(F) is the basic functional associated with the L‐estimate.
原文 | 英語 |
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頁(從 - 到) | 113-119 |
頁數 | 7 |
期刊 | Canadian Journal of Statistics |
卷 | 10 |
發行號 | 2 |
DOIs | |
出版狀態 | 已發佈 - 1982 |
對外發佈 | 是 |
ASJC Scopus subject areas
- 統計與概率
- 統計、概率和不確定性