This note investigates impacts of a signal-to-noise ratio on \u85nite-sample inference for cointegrating vectors. The ratio is de\u85ned as a measure of the magnitude of a permanent shock relative to a transitory shock. Monte Carlo experiments show that a high signal-to-noise ratio tends to reduce size distortions of a likelihood-based test for a hypothesis on cointegrating vectors. JEL Classi\u85cation Codes: C32, C52, C63
Theory often specifies a particular cointegrating vector amongst integrated variables and it is ofte...
September, 2006This paper considers a single equation cointegrating model and proposes the locally b...
The Wald test for linear restrictions on cointegrating vectors is compared in finite samples using t...
In this paper, two tests for structural hypotheses on cointegration vectors are evaluated in a Monte...
(This version: April 2008) Standard inference in cointegrating models is fragile for two distinct re...
This paper deals with estimation and testing for cointegration when deterministic trends are present...
The main purpose of the analysis of the cointegrated VAR model is conducting inference on the cointe...
When dealing with time series that are integrated of order one, the concept of cointegration becomes...
Likelihood ratio tests for restrictions on cointegrating vectors are asymptotically chi (2) distribu...
We evaluate by Monte Carlo simulation the empirical sizes of Johansen's likelihood ratio tests for t...
This paper studies the effects of increasing the frequency of observation and the data span on the J...
This article analyzes the identification and normalization of cointegrating vectors. Normalizing a c...
Abstract. Theory often specifies a particular cointegrating vector amongst integrated variables and ...
This paper considers computer intensive methods for inference on cointegrating vectors in maximum li...
textabstractThe article discusses the use of some Monte Carlo experiments to investigate the effects...
Theory often specifies a particular cointegrating vector amongst integrated variables and it is ofte...
September, 2006This paper considers a single equation cointegrating model and proposes the locally b...
The Wald test for linear restrictions on cointegrating vectors is compared in finite samples using t...
In this paper, two tests for structural hypotheses on cointegration vectors are evaluated in a Monte...
(This version: April 2008) Standard inference in cointegrating models is fragile for two distinct re...
This paper deals with estimation and testing for cointegration when deterministic trends are present...
The main purpose of the analysis of the cointegrated VAR model is conducting inference on the cointe...
When dealing with time series that are integrated of order one, the concept of cointegration becomes...
Likelihood ratio tests for restrictions on cointegrating vectors are asymptotically chi (2) distribu...
We evaluate by Monte Carlo simulation the empirical sizes of Johansen's likelihood ratio tests for t...
This paper studies the effects of increasing the frequency of observation and the data span on the J...
This article analyzes the identification and normalization of cointegrating vectors. Normalizing a c...
Abstract. Theory often specifies a particular cointegrating vector amongst integrated variables and ...
This paper considers computer intensive methods for inference on cointegrating vectors in maximum li...
textabstractThe article discusses the use of some Monte Carlo experiments to investigate the effects...
Theory often specifies a particular cointegrating vector amongst integrated variables and it is ofte...
September, 2006This paper considers a single equation cointegrating model and proposes the locally b...
The Wald test for linear restrictions on cointegrating vectors is compared in finite samples using t...