The Hausman test statistic produced when the tsls method is used seems to be different from what I can get from the formulas in the reference mentioned in User's Guide (either J times the F statistic or the Chi-square statistic). Could you please make the formula for the statistic available or direct me to the formula in the reference? Thank you.
Hi,
to be honest I couldn't find any precise reference in the docs (user
guide or command reference) for the TSLS command. So this may count as a
documentation bug per se, but OTOH I'm not sure what formulas you are
talking about. Please be more specific and/or provide an example.
I think for the panel case (classic RE vs. FE) at some stage gretl
switched from the standard Hausman statistic to another one based on an
auxiliary regression, but I'm not sure whether that change applies to
the TSLS case as well. (For certain reasons I think this change would
not be as necessary in the TSLS case compared to the panel case.)
Thanks,
Sven
Am 04.05.2015 um 05:36 schrieb Daehoon Nahm:
Related
Bugs:
#192I think that what the user has in mind is the reference to Davidson and MacKinnon (2004) in the help to the tsls command.
If I understand your points correctly, the small differences you get are due to the fact that in ols we use df-corrected hypothesis test, that are avoided in other commands such as tsls. A small script follows, to illustrate how you can replicate the Hausman test given by tsls exactly via ols:
Dear Professor Lucchetti,
Thank you so much for your prompt and clear explanation.
Thank you also for making such a good software program available to
everyone. I have been using gretl for some of my courses. I like it and
students also love it as it is so user friendly. I hit the wall when I
tried to explain how the statistic was computed. I know exactly how it's
done now.
Kind regards,
Daehoon
On Mon, May 4, 2015 at 8:59 PM, Riccardo jacklucchetti@users.sf.net wrote:
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Daehoon Nahm
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T: +61 2 9850 9615
http://mq.edu.au
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Related
Bugs:
#192