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Re: st: Would _sgmediation_ work for dichotomous dependent variable?
From
Bo MacInnis <[email protected]>
To
[email protected]
Subject
Re: st: Would _sgmediation_ work for dichotomous dependent variable?
Date
Sun, 01 Aug 2010 14:17:24 -0700
Wow! This is fantastic!! Thank you, Mr. Phil Ender, for providing
another excellent service to the Stata community! I look forward to using it.
The help file of binary_mediation indicates that mediator variables
shall be standardized. Is it a recommendation or a requirement? In my
current study, unstandardized mediator seem to make more sense than
standardized mediator.
Another question on effect size: I am an economist and trained in
being interested in marginal effects rather than coefficients in the
nonlinear model like logit or probit but I am working on a project
for a psychologist. Would the mediational analysis be extended to
marginal effect rather than coefficients in the probit model? e.g.,
the marginal effect of X on Y is mfx_c, the marginal effect of
mediator M on Y is mfx_b, and the marginal effect of X on mediator M
is mfx_a, would it make sense if I calculate the effect size based on
the ratio of these marginal effects, rather than coefficients?
Thank you a bundle to you, Mr. Ender!!
Bo
At 01:17 PM 8/1/2010, you wrote:
Bo MacInnis <[email protected]> wrote:
Interested in using the wonderful _sgmediation_ command that Phil
Ender provided, I wonder if the use of _sgmediation_ is restricted to
linear regression with continuous dependent variable. I have a case
where the dependent variable is categorical or even dichotomous, and
I've been using probit for the main (total effect) for the dichotomous
dependent variable. I'd like to use _sgmediation_ for the mediational
analysis.
----
-sgmediation- was not meant for models with either binary mediators or
binary response variables. I suggest you try -binary_mediation-
(findit binary_mediation) which estimation using the product of
coefficients approach with all of the variables standardized. The
command syntax is very similar to -sgmediation-.
--
Phil Ender
UCLA Statistical Consulting Group
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