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Causal diagrams and the logic of matched case-control studies

Authors Shahar E, Shahar D

Received 28 February 2012

Accepted for publication 28 March 2012

Published 15 May 2012 Volume 2012:4(1) Pages 137—144


Review by Single anonymous peer review

Peer reviewer comments 4

Eyal Shahar,1 Doron J Shahar,2

1Division of Epidemiology and Biostatistics, Mel and Enid Zuckerman College of Public Health, 2Departments of Physics and Mathematics, College of Science, The University of Arizona, Tucson, AZ, USA

Abstract: It is tempting to assume that confounding bias is eliminated by choosing controls that are identical to the cases on the matched confounder(s). We used causal diagrams to explain why such matching not only fails to remove confounding bias, but also adds colliding bias, and why both types of bias are removed by conditioning on the matched confounder(s). As in some publications, we trace the logic of matching to a possible tradeoff between effort and variance, not between effort and bias. Lastly, we explain why the analysis of a matched case-control study – regardless of the method of matching – is not conceptually different from that of an unmatched study.

Keywords: causal diagrams, directed acyclic graphs, case-control study, matching, confounding bias, colliding bias, variance

Corrigendum for this paper has been published

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