Many models and hypotheses of interest in econometrics are invariant to certain types of data transformations such as measurement unit changes. Dagenais and Dufour (1991, 1992) and Dufour and Dagenais (1992) have shown that Wald test are not invariant in general to such data transformations. In this paper, I provide a simple set of sufficient conditions to ensure that a Wald test for a null hypothesis is invariant to such a data transformation. I then use this set of conditions to help account for certain features of the Monte Carlo results from Gregory and Veall (1986) on the properties of a variety of Wald tests for Sargan's COMFAC restriction (Sargan 1980) in the first-order autoregressive distributed-lag model
Likelihood ratio, score, and Wald tests statistics are asymptotically equivalent. This statement is ...
The properties of the bootstrap test for restrictions are studied in two versions: 1) bootstrapping ...
comments welcome In this paper, we present a general procedure for the computation of the Wald crite...
Many models and hypotheses of interest in econometrics are invariant to certain types of data transf...
The invariance properties of several asymptotic tests are studied: invariance to hypothesis represen...
Wald tests of restrictions on the coefficients of vector autoregressive (VAR) processes are known to...
For a given null hypothesis and its reformulation, the associated Wald statistics are shown to be me...
This paper discusses some issues related to the use of the Lagrange multiplier, likelihood ratio and...
When a nuisance parameter is unidentified under the null hypothesis, standard testing procedures can...
Parametrization-invariant versions of Wald statistics are introduced, based on yoke geometry. The co...
A Wald statistic, which is asymptotically equivalent to the likelihood ratio criterion, is obtained ...
textabstractTests of causality in variance in multiple time series have been proposed recently, base...
AbstractThe null hypothesis that the error vectors in a multivariate linear model are independent is...
The Wald test for linear restrictions on cointegrating vectors is compared in finite samples using t...
The properties of the bootstrap test for restrictions are studied in two versions: 1) bootstrapping ...
Likelihood ratio, score, and Wald tests statistics are asymptotically equivalent. This statement is ...
The properties of the bootstrap test for restrictions are studied in two versions: 1) bootstrapping ...
comments welcome In this paper, we present a general procedure for the computation of the Wald crite...
Many models and hypotheses of interest in econometrics are invariant to certain types of data transf...
The invariance properties of several asymptotic tests are studied: invariance to hypothesis represen...
Wald tests of restrictions on the coefficients of vector autoregressive (VAR) processes are known to...
For a given null hypothesis and its reformulation, the associated Wald statistics are shown to be me...
This paper discusses some issues related to the use of the Lagrange multiplier, likelihood ratio and...
When a nuisance parameter is unidentified under the null hypothesis, standard testing procedures can...
Parametrization-invariant versions of Wald statistics are introduced, based on yoke geometry. The co...
A Wald statistic, which is asymptotically equivalent to the likelihood ratio criterion, is obtained ...
textabstractTests of causality in variance in multiple time series have been proposed recently, base...
AbstractThe null hypothesis that the error vectors in a multivariate linear model are independent is...
The Wald test for linear restrictions on cointegrating vectors is compared in finite samples using t...
The properties of the bootstrap test for restrictions are studied in two versions: 1) bootstrapping ...
Likelihood ratio, score, and Wald tests statistics are asymptotically equivalent. This statement is ...
The properties of the bootstrap test for restrictions are studied in two versions: 1) bootstrapping ...
comments welcome In this paper, we present a general procedure for the computation of the Wald crite...