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Joint tests of non-nested models and general error specifications 

Authors: Anil K. Bera a;  Michael McAleer b;  M. Hashem Pesaran c; Mann J. Yoon d
Affiliations:   a University of Illinois,
b University of Western Australia,
c University of California, Los Angeles
d California State University, Los Angeles
DOI: 10.1080/07474939208800223
Publication Frequency: 6 issues per year
Published in: journal Econometric Reviews, Volume 11, Issue 1 1992 , pages 97 - 117
Formats available: PDF (English)
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Abstract

This paper is concerned with joint tests of non-nested models and simultaneous departures from homoskedasticity, serial independence and normality of the disturbance terms. Locally equivalent alternative models are used to construct joint tests since they provide a convenient way to incorporate more than one type of departure from the classical conditions. The joint tests represent a simple asymptotic solution to the “pre-testing” problem in the context of non-nested linear regression models. Our simulation results indicate that the proposed tests have good finite sample properties.
Keywords: Locally Equivalent Alternative Models; Non-Normal Errors; Non-Spherical Errors; Pre-Testing Problem; Simulation Study
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