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I imagine that Rod's caveat has to do with the variety of missing data patterns. Stratifying on X1 works only if it is never missing. If all three variables having some missing data and the structure of missingness is not nested, then more complex approaches are required. With a total of just three variables, it is feasible to develop a different strategy for each pattern as in my 1993 SSRM Proceedings paper with Fahimi, Khare and Ezzati-Rice. If there were more variables, then it would make more sense to use a cyclic imputation method - either one of the Bayesian methods developed by Joe Schafer or the semi-parametric method that I developed (see the Marker, Judkins and Winglee chapter in Survey Nonresponse.)
David
Judkins
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I would also be very interested to learn more details regarding the instances where this approach is or is not acceptable. This approach is nicely explained and demonstrated by Paul Allison in his SAGE text on MI. I have used this approach routinely when an interaction term is important to the testable hypothesis in a multivariable model (i.e., split on the dichotomous X1 variable with little or no missing data, perform MI stratified on the X1 variable and X1 falls out of the MI model, then recombine the stratified MI data for analysis). Thanks.
Craig
Craig D. Newgard, MD, MPH On
Wed, 9 Jun 2004 08:04:40 -0400 (Eastern Daylight Time), Rod Little |
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