Resampling methods such as the bootstrap are routinely used to esti- mate the ¯nite-sample null distributions of a range of test statistics. We present a simple and tractable way to perform classical hypothesis tests based upon a kernel estimate of the CDF of the bootstrap statistics. This approach has a number of appealing features: i) it can perform well when the number of bootstraps is ex- tremely small, ii) it is approximately exact, and iii) it can yield substantial power gains relative to the conventional approach. The proposed approach is likely to be useful when the statistic being bootstrapped is computationally expensive
A bootstrap algorithm proposed by Psaradakis (2001) for hypothesis testing in I(1) regressions is d...
This paper surveys bootstrap and Monte Carlo methods for testing hypotheses in econometrics. Several...
Decisions based on econometric model estimates may not have the expected effect if the model is miss...
The construction of bootstrap hypothesis tests can differ from that of bootstrap confidence interval...
This paper adapts an already existing nonparametric hypothesis test to the bootstrap framework. The...
International audienceThe bootstrap is a technique for performing statistical inference. The underly...
The bootstrap is a computationally intensive data analysis technique. It is particularly useful for ...
This paper adapts an already existing nonparametric hypothesis test to the bootstrap framework. The ...
The bootstrap is a method for estimating the distribution of an estimator or test statistic by resam...
Abstract _ We discuss the use of bootstrap methodology in hypothesis testing, focusing on the classi...
We discuss the use of bootstrap methodology in hypothesis testing, focusing on the classical F-test ...
This article unveils how the kernel block bootstrap method of Parente and Smith (2018a,2018b) can be...
The paper investigates how the particular choice of residuals used in a bootstrap-based testing proc...
Bootstrap testing of nonlinear models normally requires at least one nonlinear estimation for every ...
Bootstrap testing of nonlinear models normally requires at least one nonlinear estimation for every ...
A bootstrap algorithm proposed by Psaradakis (2001) for hypothesis testing in I(1) regressions is d...
This paper surveys bootstrap and Monte Carlo methods for testing hypotheses in econometrics. Several...
Decisions based on econometric model estimates may not have the expected effect if the model is miss...
The construction of bootstrap hypothesis tests can differ from that of bootstrap confidence interval...
This paper adapts an already existing nonparametric hypothesis test to the bootstrap framework. The...
International audienceThe bootstrap is a technique for performing statistical inference. The underly...
The bootstrap is a computationally intensive data analysis technique. It is particularly useful for ...
This paper adapts an already existing nonparametric hypothesis test to the bootstrap framework. The ...
The bootstrap is a method for estimating the distribution of an estimator or test statistic by resam...
Abstract _ We discuss the use of bootstrap methodology in hypothesis testing, focusing on the classi...
We discuss the use of bootstrap methodology in hypothesis testing, focusing on the classical F-test ...
This article unveils how the kernel block bootstrap method of Parente and Smith (2018a,2018b) can be...
The paper investigates how the particular choice of residuals used in a bootstrap-based testing proc...
Bootstrap testing of nonlinear models normally requires at least one nonlinear estimation for every ...
Bootstrap testing of nonlinear models normally requires at least one nonlinear estimation for every ...
A bootstrap algorithm proposed by Psaradakis (2001) for hypothesis testing in I(1) regressions is d...
This paper surveys bootstrap and Monte Carlo methods for testing hypotheses in econometrics. Several...
Decisions based on econometric model estimates may not have the expected effect if the model is miss...