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Systematic Evaluation of Bias Associated with a Multiple Imputation Approach for Estimating Missing Exposure Data

机译:系统评估与多重估算方法相关联的偏差,用于估计缺失的曝光数据

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Introduction: Occupational exposure data frequently include missing or incomplete measurements that, if not addressed, can result in an increased potential for exposure misclassification. Standard approaches for handling missing data, including complete-case analysis and mean substitution, have known limitations. This presents an opportunity to evaluate the use of more advanced statistical approaches, including multiple imputation (Ml). Methods: We systematically evaluated a Ml approach for addressing missing exposure data using a uniquely large and complete dataset of >1 million radiation measurements collected on workers in the skilled trades at three shipyards from 1975-2005. The original dataset contained no missing exposure information and thus represented the true exposure levels in the population. We performed a series of simulations in which 10-99% of the radiation measurements were randomly replaced with missing values and then imputed. To evaluate the performance of Ml, estimates of the mean, median, 25th and 75th percentiles, and variance were calculated for each imputed dataset and compared to the true values of each metric to obtain estimates of the raw and relative bias. Results: For the simulations in which 10-95% of the measurements imputed, the raw bias of the mean ranged from -3.0 to -0.3 (relative bias: 2-15%), the raw bias of the median ranged from -3.0 to 0.0 (relative bias could not be calculated), and the raw bias of the variance ranged from -7.1 to 6.6 (relative bias: 0.1-7.4%). For the simulations in which >95% of the measurements imputed, the magnitude of the biases varied widely for each metric and were not informative. Conclusion: Ml was shown to perform well in characterizing the true distribution of exposures, even when large percentages of radiation measurements were imputed. Our results, combined with the statistical advantages of model-based approaches, support the use of Ml for addressing missing occupational exposure data.
机译:简介:职业曝光数据经常包括缺失或不完整的测量,如果没有解决,可能导致暴露错误分类的可能性增加。处理缺失数据的标准方法,包括完整案例分析和均值替代,具有已知的限制。这提供了评估使用更高级统计方法的机会,包括多个归纳(ML)。方法:我们系统地评估了ML方法,用于使用在1975 - 2005年的三个造船厂的工人上收集的工人唯一的大型和完整数据集来解决缺失的曝光数据。原始数据集包含缺失的曝光信息,因此表示人口中的真正曝光率。我们进行了一系列模拟,其中10-99%的辐射测量随机替换为缺失值,然后避阻。为了评估ML的性能,针对每个避障数据集计算平均值,中值,第25次和第75百分位数的估计,并与每个度量的真实值进行比较,以获得原始和相对偏差的估计。结果:对于施加10-95%的测量的模拟,平均值的原始偏差范围为-3.0至-0.3(相对偏差:2-15%),中位数的原始偏差从-3.0到0.0(无法计算相对偏差),并且差异的原始偏差范围为-7.1至6.6(相对偏置:0.1-7.4%)。对于其中施加的测量的仿真,偏差的大小广泛变化,每个度量都不多样化,并且不是信息性的。结论:ML显示在表征曝光的真正分布时,即使在避阻大百分比的辐射测量。我们的结果与基于模型的方法的统计优势相结合,支持使用ML来解决缺失的职业曝光数据。

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