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Bayesian dose-response analysis for epidemiological studies with complex uncertainty in dose estimation

机译:贝叶斯剂量反应分析用于复杂的流行病学研究   剂量估算的不确定性

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摘要

Most conventional risk analysis methods rely on a single best estimate ofexposure per person which does not allow for adjustment for exposure-relateduncertainty. Here, we propose a Bayesian model averaging method to properlyquantify the relationship between radiation dose and disease outcomes byaccounting for shared and unshared uncertainty in estimated dose. Our Bayesianrisk analysis method utilizes multiple realizations of sets (vectors) of dosesgenerated by a two-dimensional Monte Carlo simulation method that properlyseparates shared and unshared errors in dose estimation. The exposure modelused in this work is taken from a study of the risk of thyroid nodules among acohort of 2,376 subjects following exposure to fallout resulting from nucleartesting in Kazakhstan. We assessed the performance of our method through anextensive series of simulation tests and comparisons against conventionalregression risk analysis methods. We conclude that when estimated doses containrelatively small amounts of uncertainty, the Bayesian method using multiplerealizations of possibly true dose vectors gave similar results to theconventional regression-based methods of dose-response analysis. However, whenlarge and complex mixtures of shared and unshared uncertainties are present,the Bayesian method using multiple dose vectors had significantly lowerrelative bias than conventional regression-based risk analysis methods as wellas a markedly increased capability to include the pre-established 'true' riskcoefficient within the credible interval of the Bayesian-based risk estimate.An evaluation of the dose-response using our method is presented for anepidemiological study of thyroid disease following radiation exposure.
机译:大多数传统的风险分析方法都依赖于对人均暴露的单个最佳估计,这无法对与暴露相关的不确定性进行调整。在这里,我们提出一种贝叶斯模型平均方法,通过考虑估计剂量中的共享和非共享不确定性来适当地量化辐射剂量与疾病结局之间的关系。我们的贝叶斯风险分析方法利用了由二维蒙特卡洛模拟方法生成的剂量集(向量)的多种实现,该方法在剂量估计中正确分离了共享误差和非共享误差。在这项工作中使用的暴露模型来自对哈萨克斯坦核试验导致的2 376名队列研究人群中甲状腺结节风险的研究。我们通过一系列的模拟测试和与传统回归风险分析方法的比较,评估了我们方法的性能。我们得出的结论是,当估计的剂量包含相对较少的不确定性时,使用可能真实剂量矢量的多重实现的贝叶斯方法给出的结果与基于常规回归的剂量反应分析方法相似。但是,当存在共享和不共享的不确定性的大而复杂的混合物时,使用多剂量向量的贝叶斯方法相对偏倚明显低于传统的基于回归的风险分析方法,并且显着提高了将预先确定的“真实”风险系数包括在内的能力。基于贝叶斯风险估计的可靠区间。使用我们的方法对剂量反应进行了评估,用于放射线照射后甲状腺疾病的流行病学研究。

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