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J Clin Epidemiol. 2013 Aug;66(8 Suppl):S99-109. doi: 10.1016/j.jclinepi.2013.01.016.

Super learning to hedge against incorrect inference from arbitrary parametric assumptions in marginal structural modeling.

Author information

  • 1Division of Research, Kaiser Permanente Northern California, 2000 Broadway, Oakland, CA 94612, USA. romain.s.neugebauer@kp.org

Abstract

OBJECTIVE:

Clinical trials are unlikely to ever be launched for many comparative effectiveness research (CER) questions. Inferences from hypothetical randomized trials may however be emulated with marginal structural modeling (MSM) using observational data, but success in adjusting for time-dependent confounding and selection bias typically relies on parametric modeling assumptions. If these assumptions are violated, inferences from MSM may be inaccurate. In this article, we motivate the application of a data-adaptive estimation approach called super learning (SL) to avoid reliance on arbitrary parametric assumptions in CER.

STUDY DESIGN AND SETTING:

Using the electronic health records data from adults with new-onset type 2 diabetes, we implemented MSM with inverse probability weighting (IPW) estimation to evaluate the effect of three oral antidiabetic therapies on the worsening of glomerular filtration rate.

RESULTS:

Inferences from IPW estimation were noticeably sensitive to the parametric assumptions about the associations between both the exposure and censoring processes and the main suspected source of confounding, that is, time-dependent measurements of hemoglobin A1c. SL was successfully implemented to harness flexible confounding and selection bias adjustment from existing machine learning algorithms.

CONCLUSION:

Erroneous IPW inference about clinical effectiveness because of arbitrary and incorrect modeling decisions may be avoided with SL.

Copyright © 2013 Elsevier Inc. All rights reserved.

KEYWORDS:

Comparative effectiveness research; Inverse probability weighting; Marginal structural model; Selection bias; Super learning; Time-dependent confounding

PMID:
23849160
[PubMed - indexed for MEDLINE]
PMCID:
PMC3713501
Free PMC Article

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