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Mitigation of biases in estimating hazard ratios under non-sensitive and non-specific observation of outcomes–applications to influenza vaccine effectiveness

机译:估计危险比在非敏感性和非特异性观察下造成危险比的偏见以对流感疫苗效应

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摘要

The role of non-sensitive and non-specific observation of incident infection outcomes on the estimation of hazard ratios has thus not been fully covered in previous literature. We here study how outcome measurement errors affect the estimation of vaccine effectiveness based on hazard ratios. We modify the standard partial likelihood under the PH model [8] to adjust for outcome measurement errors in time-to-event data, assuming the sensitivity and the false-positive rate are known. We explore the magnitude of bias when the measurement errors are not corrected for and evaluate the robustness of effectiveness estimates to misspecification of the sensitivity and the false-positive rate. We implement the new method in R [9] (see Additional file 1: R script) and use simulated and Finnish register data to show its performance. Our work is motivated by the Finnish policy of estimating influenza vaccine effectiveness each season from register data [10], which do not include influenza-negative test results and thus do not allow for a retrospective design such as the widely used test-negative design [11]. Therefore, we here focus exclusively on cohort studies.
机译:因此,在以前的文献中没有完全涵盖非敏感和非特异性观察事件感染结果对危险比率的影响。我们在这里研究了结果测量误差如何影响疫苗效果的估计,基于危险比率。我们在pH型号[8]下修改标准部分可能性,以调整截止时间数据的结果测量误差,假设灵敏度和假阳性率是已知的。当未校正测量误差时,我们探讨偏差的幅度,并评估有效性估算的稳定性估算敏感性和假阳性率。我们在R [9]中实现了新方法(请参阅附加文件1:R脚本),并使用模拟和芬兰寄存器数据来显示其性能。我们的工作受到芬兰植物疫苗效应的临床疫苗效应从寄存器数据[10]的动机,这不包括流感阴性测试结果,因此不允许追溯设计,例如广泛使用的测试负面设计[ 11]。因此,我们在这里专注于队列研究。

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