AbstractIt is shown that the blockwise bootstrap of the empirical process for a stationary β-mixing sequences, indexed by VC-subgraph classes of functions, converges weakly to the appropriate Gaussian process, conditionally in probability. The conditions imposed are only marginally stronger than the best-known sufficient conditions for the regular CLT for these processes
We study the weighted bootstrap of the empirical process indexed by a class of functions, when the w...
AbstractWe present a new technique for proving the empirical process invariance principle for statio...
The efficient bootstrap methodology is developed for overidentified moment conditions models with we...
AbstractIt is shown that the blockwise bootstrap of the empirical process for a stationary β-mixing ...
AbstractWe apply the blockwise bootstrap for stationary observations, proposed by Künsch (1989), to ...
In this thesis we establish that the blockwise bootstrap works for a large class of statistics. The ...
In this thesis we establish that the blockwise bootstrap works for a large class of statistics. The ...
In this thesis we establish that the blockwise bootstrap works for a large class of statistics. The ...
This paper weakens the size and moment conditions needed for typical block bootstrap methods (i.e. t...
AbstractWe propose a circular block resampling procedure to modify Künsch's moving block bootstrap. ...
We derive strong approximations to the supremum of the non-centered empirical process indexed by a p...
The weak convergence of the empirical process of strong mixing or associated random variables is stu...
AbstractWe propose a circular block resampling procedure to modify Künsch's moving block bootstrap. ...
We study weak convergence of empirical processes of dependent data, indexed by classes of functions...
We study the weighted bootstrap of the empirical process indexed by a class of functions, when the w...
We study the weighted bootstrap of the empirical process indexed by a class of functions, when the w...
AbstractWe present a new technique for proving the empirical process invariance principle for statio...
The efficient bootstrap methodology is developed for overidentified moment conditions models with we...
AbstractIt is shown that the blockwise bootstrap of the empirical process for a stationary β-mixing ...
AbstractWe apply the blockwise bootstrap for stationary observations, proposed by Künsch (1989), to ...
In this thesis we establish that the blockwise bootstrap works for a large class of statistics. The ...
In this thesis we establish that the blockwise bootstrap works for a large class of statistics. The ...
In this thesis we establish that the blockwise bootstrap works for a large class of statistics. The ...
This paper weakens the size and moment conditions needed for typical block bootstrap methods (i.e. t...
AbstractWe propose a circular block resampling procedure to modify Künsch's moving block bootstrap. ...
We derive strong approximations to the supremum of the non-centered empirical process indexed by a p...
The weak convergence of the empirical process of strong mixing or associated random variables is stu...
AbstractWe propose a circular block resampling procedure to modify Künsch's moving block bootstrap. ...
We study weak convergence of empirical processes of dependent data, indexed by classes of functions...
We study the weighted bootstrap of the empirical process indexed by a class of functions, when the w...
We study the weighted bootstrap of the empirical process indexed by a class of functions, when the w...
AbstractWe present a new technique for proving the empirical process invariance principle for statio...
The efficient bootstrap methodology is developed for overidentified moment conditions models with we...