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Re: st: FW: how to do binary mediation with survey data
From
Steve Samuels <[email protected]>
To
[email protected]
Subject
Re: st: FW: how to do binary mediation with survey data
Date
Thu, 15 Nov 2012 10:24:21 -0500
Craig, you are asked in the FAQ to provide a link to user-written
commands. -binary_mediation- is by Phil Ender and -findit- will provide
a link.
You can use -binary_mediation- with survey data if you -bootstrap- the
command, identifying strata and clusters (PSUs) in the -bootstrap-
option list. The -help- for -binary_mediation- provides basic -bootstrap- code.
(If the survey data set provides bootstrap, brr, sdr, or jackknife
replicates, then you can -svyset- your data first and use the -svy-
prefix.) You can't analyze the weighted data with plain -bootstrap-, but
for causal modeling, ignoring the weights would be acceptable to many ,
especially if you include in the covariate list variables related to
weighting (household size comes to mind).
Steve
On Nov 15, 2012, at 9:33 AM, Ariel Linden, DrPH wrote:
Craig
I suggest you consider -medeff- or -khb- for categorical outcome variables
(both are user-written programs [findit medeff, findit khb].
I am not sure if either program works with -svy-, however both approaches
allow for pweights (though I am not sure how that will impact the results).
In a paper that Kristian Karlson and I currently writing, we ran large scale
simulations to test the accuracy of several mediation modeling approaches.
Both of these programs (-medeff and -khb-) recover the true mediation
effects with the highest accuracy while binary_mediation provided rather
inaccurate results.
I hope this helps
Ariel
Date: Wed, 14 Nov 2012 12:03:46 +0000
From: "Morgan, Craig" <[email protected]>
Subject: st: FW: how to do binary mediation with survey data
Hi
I want to do a mediation analysis using survey data. I've previously used
the binary_mediation' command, but this doesn't allow the prefix 'svy:'.
Can anyone advise on how I can do a mediation analysis with prefix 'svy:'
when the outcome variable is dichotomous?
Thanks
Craig Morgan
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