Abstract

Overcoming bias due to confounding and missing data is challenging when analyzing observational data. Propensity scores are commonly used to account for the first problem and multiple imputation for the latter. Unfortunately, it is not known how best to proceed when both techniques are required. We investigate whether two different approaches to combining propensity scores and multiple imputation (Across and Within) lead to differences in the accuracy or precision of exposure effect estimates. Both approaches start by imputing missing values multiple times. Propensity scores are then estimated for each resulting dataset. Using the Across approach, the mean propensity score across imputations for each subject is used in a single subsequent analysis. Alternatively, the Within approach uses propensity scores individually to obtain exposure effect estimates in each imputation, which are combined to produce an overall estimate. These approaches were compared in a series of Monte Carlo simulations and applied to data from the British Society for Rheumatology Biologics Register. Results indicated that the Within approach produced unbiased estimates with appropriate confidence intervals, whereas the Across approach produced biased results and unrealistic confidence intervals. Researchers are encouraged to implement the Within approach when conducting propensity score analyses with incomplete data.

Highlights

  • Observational studies are useful for studying comparative effectiveness or safety of treatments, they are prone to bias due to confounding and missing data.[1,2] Confounding can arise if variables that predict the outcome of interest predict who is exposed to treatment: observed differences in the outcome between exposed and unexposed subjects will be partly due to differences in the distributions of these variables.[3]

  • When using inverse probability of treatment weighting (IPTW) or matching on the propensity score (PS), the Across approach resulted in more bias than the Within approach, regardless of the amount of missing data (Figure 1)

  • Results indicate that the Across approach is associated with a positive bias, causing the estimates to steadily increase with missing data

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Summary

Introduction

Observational studies are useful for studying comparative effectiveness or safety of treatments, they are prone to bias due to confounding and missing data.[1,2] Confounding can arise if variables that predict the outcome of interest predict who is exposed to treatment: observed differences in the outcome between exposed and unexposed subjects will be partly due to differences in the distributions of these variables.[3]. The effect of confounders is reduced and unbiased estimates of the effects of exposure can be obtained

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