Approximations of weighted empirical and quantile processes
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Publication:1122863
DOI10.1016/0167-7152(86)90043-XzbMath0676.60042MaRDI QIDQ1122863
Publication date: 1986
Published in: Statistics \& Probability Letters (Search for Journal in Brave)
Related Items
Strong approximation of quantile processes by iterated Kiefer processes., Convergence of integrals of uniform empirical and quantile processes, \(L_ p\)-approximations of weighted partial sum processes, Kac's representation from an asymptotic viewpoint, Central limit theorems for \(L_ p\)-norms of density estimators, A note on the change-point problem for angular data, Weak approximations for quantile processes of stationary sequences, Weak convergence for weighted empirical processes of dependent sequences, Rényi-type empirical processes, Simultaneous confidence bands for growth incidence curves in weighted sup-norm metrics, The central limit theorem for empirical and quantile processes in some Banach spaces, Central limit theorems for the Wasserstein distance between the empirical and the true distributions, Approximation of intermediate quantile processes, What portion of the sample makes a partial sum asymptotically stable or normal?, The Chibisov-O'Reilly theorem for empirical processes under contiguous measures
Cites Work
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- Limit theorems for the ratio of the empirical distribution function to the true distribution function
