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Adaptive propensity score procedure improves matching in prospective observational trials.


ABSTRACT: BACKGROUND:Randomized controlled trials are the gold-standard for clinical trials. However, randomization is not always feasible. In this article we propose a prospective and adaptive matched case-control trial design assuming that a control group already exists. METHODS:We propose and discuss an interim analysis step to estimate the matching rate using a resampling step followed by a sample size recalculation. The sample size recalculation is based on the observed mean resampling matching rate. We applied our approach in a simulation study and to a real data set to evaluate the characteristics of the proposed design and to compare the results to a naive approach. RESULTS:The proposed design achieves at least 10% higher matching rate than the naive approach at final analysis, thus providing a better estimation of the true matching rate. A good choice for the interim analysis seems to be a fraction of around [Formula: see text] to [Formula: see text] of the control patients. CONCLUSION:The proposed resampling step in a prospective matched case-control trial design leads to an improved estimate of the final matching rate and, thus, to a gain in power of the approach due to sensible sample size recalculation.

SUBMITTER: Weber D 

PROVIDER: S-EPMC6636117 | biostudies-literature | 2019 Jul

REPOSITORIES: biostudies-literature

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Adaptive propensity score procedure improves matching in prospective observational trials.

Weber Dorothea D   Uhlmann Lorenz L   Schönenberger Silvia S   Kieser Meinhard M  

BMC medical research methodology 20190716 1


<h4>Background</h4>Randomized controlled trials are the gold-standard for clinical trials. However, randomization is not always feasible. In this article we propose a prospective and adaptive matched case-control trial design assuming that a control group already exists.<h4>Methods</h4>We propose and discuss an interim analysis step to estimate the matching rate using a resampling step followed by a sample size recalculation. The sample size recalculation is based on the observed mean resampling  ...[more]

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