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The Impact of Nondifferential Exposure Misclassification on the Performance of Propensity Scores for Continuous and Binary Outcomes: A Simulation Study

机译:非凡暴露错误分类对连续和二元成果倾向分数性能的影响:模拟研究

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Purpose:To investigate the ability of the propensity score (PS) to reduce confounding bias in the presence of nondifferential misclassification of treatment, using simulations.Methods:Using an example from the pregnancy medication safety literature, we carried out simulations to quantify the effect of nondifferential misclassification of treatment under varying scenarios of sensitivity and specificity, exposure prevalence (10%, 50%), outcome type (continuous and binary), true outcome (null and increased risk), confounding direction, and different PS applications (matching, stratification, weighting, regression), and obtained measures of bias and 95% confidence interval coverage.Results:All methods were subject to substantial bias toward the null due to nondifferential exposure misclassification (range: 0%-47% for 50% exposure prevalence and 0%-80% for 10% exposure prevalence), particularly if specificity was low (97%). PS stratification produced the least biased effect estimates. We observed that the impact of sensitivity and specificity on the bias and coverage for each adjustment method is strongly related to prevalence of exposure: as exposure prevalence decreases and/or outcomes are continuous rather than categorical, the effect of misclassification is magnified, producing larger biases and loss of coverage of 95% confidence intervals. PS matching resulted in unpredictably biased effect estimates.Conclusions:The results of this study underline the importance of assessing exposure misclassification in observational studies in the context of PS methods. Although PS methods reduce confounding bias, bias owing to nondifferential misclassification is of potentially greater concern.
机译:目的:探讨倾向评分(PS)的能力(PS),以减少治疗的非凡错误分类存在的混淆偏差。方法:使用来自怀孕药物安全文献的一个例子,我们进行了模拟来量化效果在敏感性和特异性的不同情景下的非异常错误分类,暴露患病率(10%,50%),结果类型(连续和二进制),真正的结果(无效和风险增加),混杂方向和不同的PS应用(匹配,分层,加权,回归),并获得偏差措施和95%置信区间覆盖率。结果:由于非凡的暴露错误分类(范围:0%-47%,50%暴露率为0.0%-47%,所有方法都受到大幅偏见的影响%-80%的暴露率为10%,特别是如果特异性低(97%)。 PS分层产生了最少的偏置效应估计。我们观察到,敏感性和特异性对每个调节方法的偏差和覆盖的影响与暴露的患病率密切相关:由于暴露的患病率降低和/或结果是连续而不是分类的,因此偏差的效果放大,产生更大的偏差并损失95%置信区间的覆盖率。 PS匹配导致不可预测的偏见效应估计。结论:本研究的结果强调了评估PS方法背景下观察研究中的暴露错误分类的重要性。虽然PS方法减少了混淆偏见,但由于非凡的错误分类,偏见可能是更大的关注。

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