This paper studies the finite sample performance of the sieve bootstrap augmented Dickey-Fuller (ADF) unit root test. It is well known that this test's accuracy in terms of rejection probability under the null depends greatly on the underlying DGP. Through extensive simulations, we find that it also depends on the number of lags employed in the bootstrap DGP and in the bootstrap ADF regression. Based on this finding and using some well established theoretical results, we propose a simple modification that significantly improves the test's accuracy. We also introduce different versions of the fast double bootstrap, each modified according to the same theoretical basis. According to our simulations, these new testing procedures have lower err...
It has been shown in previous work that bootstrapping the J test for nonnested linear regression mod...
Testing for unit roots is now common practice for economists. The most popular procedure is the appr...
The asymptotically distribution-free (ADF) test statistic depends on very mild distributional assump...
This paper considers the use of bootstrap methods for the test of the unit root hypothesis for a tim...
We consider the use of a sieve bootstrap based on moving average (MA) and autoregressive moving aver...
In this article, we study and compare the properties of several bootstrap unit-root tests recently p...
Augmented Dickey-Fuller unit root tests may severely overreject when the DGP is a general linear pro...
Abstract. In this paper we consider unit root tests under general time series mod-els, including lon...
The role of detrending in bootstrap unit root tests is investigated. When bootstrapping, detrending ...
The fast double bootstrap, or FDB, is a procedure for calculating bootstrap P values that is much mo...
Two procedures are proposed for estimating the rejection probabilities of bootstrap tests in Monte C...
We first propose two procedures for estimating the rejection probabilities of bootstrap tests in Mon...
In this article we propose wild bootstrap implementations of the local generalized least squares (GL...
MSc (Statistics), North-West University, Potchefstroom CampusIn this study we investigate the finite...
It has been shown in previous work that bootstrapping the J test for nonnested linear regression mod...
Testing for unit roots is now common practice for economists. The most popular procedure is the appr...
The asymptotically distribution-free (ADF) test statistic depends on very mild distributional assump...
This paper considers the use of bootstrap methods for the test of the unit root hypothesis for a tim...
We consider the use of a sieve bootstrap based on moving average (MA) and autoregressive moving aver...
In this article, we study and compare the properties of several bootstrap unit-root tests recently p...
Augmented Dickey-Fuller unit root tests may severely overreject when the DGP is a general linear pro...
Abstract. In this paper we consider unit root tests under general time series mod-els, including lon...
The role of detrending in bootstrap unit root tests is investigated. When bootstrapping, detrending ...
The fast double bootstrap, or FDB, is a procedure for calculating bootstrap P values that is much mo...
Two procedures are proposed for estimating the rejection probabilities of bootstrap tests in Monte C...
We first propose two procedures for estimating the rejection probabilities of bootstrap tests in Mon...
In this article we propose wild bootstrap implementations of the local generalized least squares (GL...
MSc (Statistics), North-West University, Potchefstroom CampusIn this study we investigate the finite...
It has been shown in previous work that bootstrapping the J test for nonnested linear regression mod...
Testing for unit roots is now common practice for economists. The most popular procedure is the appr...
The asymptotically distribution-free (ADF) test statistic depends on very mild distributional assump...