The author shows that the maximum power of a generic unit root test against any stationary alternative is equal to the true level of the test. He then uses Monte Carlo methods to investigate the implications for several such tests. He shows patterns of rejection probabilities over a variety of unit root and stationary processes. He discusses the implications of these results for some of the uses of unit root tests in applied work. Copyright 1992 by John Wiley & Sons, Ltd.
We build on the threshold unit root tests in Enders and Granger (1998) and develop tests based on La...
This paper presents a new multivariate test for the detection of unit roots. Use is made of the poss...
This paper shows numerically that the lack of power and size distortions of the Dickey-Fuller type t...
The paper addresses the unit root testing when the range of the time series is limited and consideri...
We study the power of four popular unit root tests in the presence of a local-to-finite variance DGP...
The paper analyzes the impact of the initial condition on the problem of testing for unit roots. To ...
The paper analyzes the impact of the initial condition on the problem of testing for unit roots. To ...
Standard unit-root tests are known to be biased towards the non-rejection of a unit-root when they a...
Recent approaches to testing for a unit root when uncertainty exists over the presence and timing of...
A number of unit root tests which accommodate a deterministic level shift at a known point in time a...
It is well known that the main difference between a stationary (or trend-stationary) process and a p...
A frequent criticism of unit root tests concerns the poor power and size properties that many such t...
Dickey and Fuller (1981) suggested unit root tests for an autoregressive model with a linear trend a...
AbstractRecent approaches to testing for a unit root when uncertainty exists over the presence and t...
MSc (Statistics), North-West University, Potchefstroom CampusIn this study we investigate the finite...
We build on the threshold unit root tests in Enders and Granger (1998) and develop tests based on La...
This paper presents a new multivariate test for the detection of unit roots. Use is made of the poss...
This paper shows numerically that the lack of power and size distortions of the Dickey-Fuller type t...
The paper addresses the unit root testing when the range of the time series is limited and consideri...
We study the power of four popular unit root tests in the presence of a local-to-finite variance DGP...
The paper analyzes the impact of the initial condition on the problem of testing for unit roots. To ...
The paper analyzes the impact of the initial condition on the problem of testing for unit roots. To ...
Standard unit-root tests are known to be biased towards the non-rejection of a unit-root when they a...
Recent approaches to testing for a unit root when uncertainty exists over the presence and timing of...
A number of unit root tests which accommodate a deterministic level shift at a known point in time a...
It is well known that the main difference between a stationary (or trend-stationary) process and a p...
A frequent criticism of unit root tests concerns the poor power and size properties that many such t...
Dickey and Fuller (1981) suggested unit root tests for an autoregressive model with a linear trend a...
AbstractRecent approaches to testing for a unit root when uncertainty exists over the presence and t...
MSc (Statistics), North-West University, Potchefstroom CampusIn this study we investigate the finite...
We build on the threshold unit root tests in Enders and Granger (1998) and develop tests based on La...
This paper presents a new multivariate test for the detection of unit roots. Use is made of the poss...
This paper shows numerically that the lack of power and size distortions of the Dickey-Fuller type t...