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  • Search: subject:"Bahadur–Kiefer approximation"
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Year of publication
Subject
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Bahadur–Kiefer approximation 1 Nadaraya–Watson regression estimator 1 conditional distribution 1 covering number 1 empirical process theory 1 generalized conditional quantile 1 level set 1 minimum volume predictor 1 nonlinear time series 1 strong mixing 1
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Online availability
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Free 1
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Book / Working Paper 1
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Undetermined 1
Author
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Polonik, Wolfgang 1 Yao, Qiwei 1
Institution
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London School of Economics (LSE) 1
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LSE Research Online Documents on Economics 1
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RePEc 1
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Set-indexed conditional empirical and quantile processes based on dependent data
Yao, Qiwei; Polonik, Wolfgang - London School of Economics (LSE) - 2002
We consider a conditional empirical distribution of the form Fn(C ∣ x)=∑nt=1 ωn(Xt−x) I{Yt∈C} indexed by C∈ ℓ, where {(Xt, Yt), t=1, …, n} are observations from a strictly stationary and strong mixing stochastic process, {ωn(Xt−x)} are kernel weights, and ℓ is a class of...
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