Simulation encompassing: testing non-nested hypotheses
Simulation encompassing: testing non-nested hypotheses
This paper considers simulation-based procedures to compute the Wald encompassing and the Cox test statistics for non-nested models. These simulation estimation procedures are applied to both the encompassing contrast and its covariance matrix in the case of a Wald non-nested test statistic, and both the numerator and the denominator in the Cox test statistic. The proposed procedures are illustrated by the example of comparing a linear with a log-linear model. Monte Carlo studies are conducted for both examples and the results indicate that with simulated covariance matrices, the small sample behaviour of both test statistics is close to that of their asymptotic distributions.
C12, C15, C52
781-806
Lu, Maozu
f20c88e0-3bba-419d-a6a8-79f68f821095
Mizon, Grayham E.
2b8353b4-0af4-48db-b552-6867dc1f4583
Monfardini, Chiara
a375de63-1502-4de8-ac75-ab3f1be653cd
December 2008
Lu, Maozu
f20c88e0-3bba-419d-a6a8-79f68f821095
Mizon, Grayham E.
2b8353b4-0af4-48db-b552-6867dc1f4583
Monfardini, Chiara
a375de63-1502-4de8-ac75-ab3f1be653cd
Lu, Maozu, Mizon, Grayham E. and Monfardini, Chiara
(2008)
Simulation encompassing: testing non-nested hypotheses.
[in special issue: Special Issue on Encompassing]
Oxford Bulletin of Economics and Statistics, 70, part 1, .
(doi:10.1111/j.1468-0084.2008.00530.x).
Abstract
This paper considers simulation-based procedures to compute the Wald encompassing and the Cox test statistics for non-nested models. These simulation estimation procedures are applied to both the encompassing contrast and its covariance matrix in the case of a Wald non-nested test statistic, and both the numerator and the denominator in the Cox test statistic. The proposed procedures are illustrated by the example of comparing a linear with a log-linear model. Monte Carlo studies are conducted for both examples and the results indicate that with simulated covariance matrices, the small sample behaviour of both test statistics is close to that of their asymptotic distributions.
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Published date: December 2008
Keywords:
C12, C15, C52
Identifiers
Local EPrints ID: 150497
URI: http://eprints.soton.ac.uk/id/eprint/150497
ISSN: 0305-9049
PURE UUID: f881035d-efdc-4e6b-b66d-503502ed9ccb
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Date deposited: 05 May 2010 14:06
Last modified: 14 Mar 2024 01:17
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Contributors
Author:
Maozu Lu
Author:
Grayham E. Mizon
Author:
Chiara Monfardini
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