Paper Info
Title
Rank statistics approach in generalized bootstrap.
Abstract
Mason and Newton [8] introduced the generalized (exchangeably weighted) bootstrap procedure and proved its consistency for the empirical distribution function, the quantile function and the mean. Surprisingly, Hajek's [2] results on the asymptotic behavior of the simple linear rank statistics play the crucial role in the proof. Mason-Newton's work inspired several authors who applied this method successfully to other types of statistics. The purpose of the paper is to point out how powerful tool is Hajek's rank statistics methodology in the proof of a.s. consistency for various resampling schemes and to survey the existing results.
Year
Venue
Field
1995
KYBERNETIKA
Applied mathematics,Mathematical optimization,Ranking,Generalized p-value,Bootstrapping (electronics),Mathematics
DocType
Volume
Issue
Journal
31
3
ISSN
Citations 
PageRank 
0023-5954
0
0.34
References 
Authors
1
1
Name
Order
Citations
PageRank
Marie Hušková1239.73