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An application of a weighting method to adjust for nonresponse in standardized incidence ratio analysis of cohort studies.

机译:加权方法在队列研究的标准化发生率分析中调整无应答的应用。

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PURPOSE: Cohort studies often conduct periodic follow-up interviews (or waves) to determine disease incidence since the previous follow-up and to update measures of exposure and confounders. The common practice of excluding nonrespondents from standardized incidence ratio (SIR) analyses of these cohorts can bias the estimates of interest if nonrespondents and respondents differ on important characteristics related to outcomes of interest. We propose an analytic approach to reduce the impact of nonresponse in the analyses of SIRs. METHODS: Logistic regression models controlling baseline information are used to estimate the propensity, or the probability of response; the reciprocals of these propensities are used as weights in the analysis of risk. This is illustrated in the analysis of 15 years of follow-up of a cohort of US radiologic technologists after an initial interview to assess the risk at several cancer sites from occupational radiation exposure. We use information from the baseline survey and certification records to compute the propensity of responding to the second survey. SIRs are computed using Surveillance, Epidemiology, and End Results (SEER) cancer incidence rates. Variances of the SIRs are estimated by a jackknife method that accounts for additional variability resulting from estimation of the weights. RESULTS: We find that, in this application, weighting alters point estimates and confidence limits only to a small degree, thus providing reassurance that the results are robust to nonresponse. This indicates that results from the analyses excluding the missing data may be slightly biased and weighting helps in reducing the nonresponse bias. CONCLUSION: This method is flexible, practical, easy to use with existing software, and is applicable to missing data from cohorts with baseline information on all subjects.
机译:目的:队列研究经常进行定期的随访访谈(或检查),以确定自上次随访以来的疾病发生率,并更新暴露量和混杂因素的量度。如果非受访者和受访者在与关注结果相关的重要特征方面存在差异,则将非受访者从这些人群的标准发生率(SIR)分析中排除的常见做法可能会使关注估算产生偏差。我们提出一种分析方法,以减少无响应在SIR分析中的影响。方法:采用控制基线信息的逻辑回归模型来估计倾向性或反应的可能性。这些倾向的倒数用作风险分析中的权重。在对美国放射线技术专家进行的15年随访分析中,通过对初次访谈进行了分析,以评估职业性放射线暴露在多个癌症部位的风险,这一点得到了说明。我们使用来自基线调查和认证记录的信息来计算对第二次调查做出响应的倾向。使用监视,流行病学和最终结果(SEER)癌症发生率来计算SIR。 SIR的方差通过折刀法进行估算,该方法考虑了因权重估算而导致的其他可变性。结果:我们发现,在此应用中,加权仅在很小的程度上更改了点估计和置信度限制,因此可以保证结果对无响应具有鲁棒性。这表明排除缺失数据的分析结果可能会略有偏差,而加权有助于减少无响应偏差。结论:该方法灵活,实用,易于在现有软件上使用,适用于队列中所有受试者的基线信息缺失的数据。

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