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st: re: do 2sls, ivreg, etc. check the rank condition for identification?
From |
Kit Baum <[email protected]> |
To |
[email protected] |
Subject |
st: re: do 2sls, ivreg, etc. check the rank condition for identification? |
Date |
Thu, 11 Oct 2007 20:16:20 -0400 |
In message
http://www.hsph.harvard.edu/cgi-bin/lwgate/STATALIST/archives/
statalist.0710/Author/article-299.html
I discussed the results of using my -checkreg3- routine, posted
several days ago, and asserted that it properly classified certain
simultaneous equations models as unidentified by the rank condition.
David Drukker of StataCorp has kindly pointed out in private
communications that the methodology I was applying was incorrect, and
did not faithfully reflect (or even closely approximate) the logic
that should be applied to diagnose a failure of the rank condition in
a simultaneous system. I am grateful to David for taking the time to
point out precisely how this calculation should be done, and
apologize for my misstatements on the subject in response to his
posting. With his help, I have rewritten -checkreg3- to faithfully
reflect Jeff Wooldridge's logic (as cited in the help file) and
produce the correct verdict for a simultaneous system. The corrected
version of the routine is available from SSC or -adoupdate-.
A couple of additional points should be made along the lines of the
original discussion of this issue as raised by Thomas Cornelissen.
First, it is explicitly an issue of full-information or systems
estimation. An equation flagged as failing the rank condition in a
simultaneous systems estimation may well be estimable by limited-
information (single-equation) methods such as -ivregress-. The proper
test for the rank condition of an equation in a systems estimation
depends not only on that equation's structure but on other equations
in the system.
Second, although -reg3- will not flag a failure of the rank condition
(for which -checkreg3- is useful), -reg3- with the -ireg3- option
will fail to converge, signalling the problem. I was mistaken in
asserting that this would not be the case; in several tests I have
verified that David's statement on this aspect of the problem is
absolutely correct.
Kit
Kit Baum, Boston College Economics and DIW Berlin
http://ideas.repec.org/e/pba1.html
An Introduction to Modern Econometrics Using Stata:
http://www.stata-press.com/books/imeus.html
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