Publication | Open Access
Why Match? Investigating Matched Case-Control Study Designs with Causal Effect Estimation
296
Citations
33
References
2009
Year
Empirical Case StudyCausal Effect EstimationTreatment EffectQuasi-experimentMarginal Causal EffectCausal InferencePsychologyCausal EffectBiasRandomized Controlled TrialPublic HealthStatisticsCausal ModelBehavioral SciencesSelection BiasMatching TechniqueMatching MethodsEpidemiologyStatistical Inference
Matched case‑control designs are widely used in public health, where matching aims to eliminate confounding but mainly improves efficiency, yet standard analysis via conditional logistic regression yields conditional rather than causal odds ratios. The study examines case‑control weighted targeted maximum likelihood estimation to estimate marginal causal effects in matched case‑control designs. The authors compare the method applied to matched versus unmatched designs to determine which provides greater information on the marginal causal effect. The results suggest that, when the causal effect is of interest, an unmatched design may be preferable.
Matched case-control study designs are commonly implemented in the field of public health. While matching is intended to eliminate confounding, the main potential benefit of matching in case-control studies is a gain in efficiency. Methods for analyzing matched case-control studies have focused on utilizing conditional logistic regression models that provide conditional and not causal estimates of the odds ratio. This article investigates the use of case-control weighted targeted maximum likelihood estimation to obtain marginal causal effects in matched case-control study designs. We compare the use of case-control weighted targeted maximum likelihood estimation in matched and unmatched designs in an effort to explore which design yields the most information about the marginal causal effect. The procedures require knowledge of certain prevalence probabilities and were previously described by van der Laan (2008). In many practical situations where a causal effect is the parameter of interest, researchers may be better served using an unmatched design.
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