Strong approximation of quantile processes by iterated Kiefer processes

Deheuvels, Paul . The Annals of Probability 2000. 28 (2) :909-945

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Bibtex

@article{CIS-162096,
  Author = {Deheuvels, Paul},
  Title = {Strong approximation of quantile processes by iterated Kiefer processes},
  Journal = {The Annals of Probability},
  Volume = {28},
  Number = {2},
  Year = {2000},
  Pages = {909--945},
  Keywords = {Law of the iterated logarithm, Order statistics, Wiener process, Almost sure convergence, Strong laws, Strong approximation, empirical processes, 62G30 (MSC1991), 60F05 (MSC1991), 60G15 (MSC1991), 60F15 (MSC1991), quantile processes, strong invariance principles, Kiefer processes, iterated Wiener process, iterated Gaussian processes, Bahadur–Kiefer-type theorems}
}

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