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Re: st: compare regression coefficients between 2 groups (SUEST) across time and across subgroups in a data set
From
Richard Williams <[email protected]>
To
[email protected], [email protected]
Subject
Re: st: compare regression coefficients between 2 groups (SUEST) across time and across subgroups in a data set
Date
Tue, 02 Aug 2011 12:46:24 -0500
At 10:55 AM 8/2/2011, Roland Teitzer wrote:
We would like to find out wheather the regression coefficients we get from
the "logit" command (binary logistic regression) differ significantly from
each other.
This is a far more difficult problem than people realize. Paul
Allison described the problem well in this piece:
Allison, Paul. 1999. "Comparing Logit and Probit Coefficients Across
Groups." Sociological Methods and Research 28(2): 186-208.
However, I (and others) had problems with Allison's proposed
solution. I discussed these issues & offer solutions in
http://www.nd.edu/~rwilliam/oglm/RW_Hetero_Choice.pdf
http://www.nd.edu/~rwilliam/oglm/oglm_Stata.pdf
Quoting from the abstract to my first paper,
Allison (1999) notes that comparisons of logit and probit
coefficients across groups can be invalid and misleading. He proposes
a procedure by which these problems can be corrected, and argues that
"routine use [of this method] seems advisable" and that "it is hard
to see how [the method] can be improved." We argue that, as
originally proposed, this method can have serious problems and should
not be applied on a routine basis. However, we also show that the
model used by Allison is part of a larger class of models variously
known as heterogeneous choice or location-scale models. We illustrate
that there are several advantages to turning to this broader and more
flexible class of models. Dependent variables can be ordinal in
addition to binary, sources of heterogeneity can be better modeled
and controlled for, and insights can be gained into the effects of
group characteristics on outcomes that would be missed by other methods.
However, not everyone is crazy about my proposed solutions. For Scott
Long's take, see
http://www.indiana.edu/~jslsoc/research_groupdif.htm
Maarten Buis has also made a case for using odds ratios when
interpreting interactions:
http://www.maartenbuis.nl/publications/interactions.html
There seems to be a lot of work on this lately. I think the
description of the problem is more clear-cut than the solutions are.
I'm coming to the conclusion that the best thing to do is to make
sure you only have continuous dependent variables...
therefor we used the suest command but we are not quite sure if we used it
correctly, as in the stata help the command is only described for linear
regressions.
we have two different kinds of logit model we want to compare.
1.)in the first case we have two independent subgroups of persons in a
dataset (persons with german nationality and foreigners).
we tried out this command ("poor" is the dependent, the others are the
independant variables):
logit poor women young old if german==1, or
estimates store german
logit poor women young old if turkish==1, or
estimates store turkish
suest german turkish
test [german_poor]women= [turkish_poor]women
test [german_poor]young= [turkish_poor]young
test [german_poor]old= [turkish_poor]old
2.)in the second case we have date were there are mostly cross-sectional
data, but also some panel-data (EU SILC-data)
therefore we used this command:
logit poor women young old if 2004==1, or
estimates store data2004
logit poor women young old if 2009==1, or
estimates store data2009
suest data2004 data2009
test woman
test young
test old
--> we looked up some helps for this problem, but they are written so
complicated that we were even more confused afterwards.
we would need a clear syntax.
Could somebody tell us which syntax we schould use for which problem?
Thank you and sorry for asking such "simple" questions...
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-------------------------------------------
Richard Williams, Notre Dame Dept of Sociology
OFFICE: (574)631-6668, (574)631-6463
HOME: (574)289-5227
EMAIL: [email protected]
WWW: http://www.nd.edu/~rwilliam
*
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* http://www.stata.com/support/statalist/faq
* http://www.ats.ucla.edu/stat/stata/