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A semiparametric approach to evaluate the harm of low-dose exposures

机译:评估低剂量曝光危害的半运动方法

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摘要

While moderate to high levels of radiation exposure is known to cause adverse health effects, there is still controversy about the lowest dose that could be harmful. Given that epidemiological studies of practical sizes are unlikely to provide sufficient statistical power to detect a small risk in the low-dose range of concern, greater emphasis should be given to evaluating low-dose risk uncertainty. Using simulations under various dose-response relationships with a threshold, we show that a conventional approach based on simple parametric models (e.g. the linear model with or without a threshold) can be inefficient, biased and/or inaccurate in uncertainty evaluations at low doses. Alternatively, we consider a Bayesian semiparametric model of a connected piecewise-linear function allowing for autocorrelations between adjacent line sections. With no specific assumption, this can describe various plausible dose-response curves while appropriately handling the risk uncertainty. In particular, it can relatively accurately evaluate the dose range in which a threshold might exist, while retaining statistical power for a small risk increase after the threshold. As an illustration, we analyse cancer incidence data of Japanese atomic bomb survivors, a primary epidemiological source of quantitative risk estimates for health effects from radiation exposure.
机译:虽然中到高水平的辐射暴露已知会对健康造成不良影响,但对于可能有害的最低剂量仍存在争议。鉴于实际规模的流行病学研究不太可能提供足够的统计能力来检测低剂量关注范围内的小风险,应更加重视评估低剂量风险的不确定性。通过使用不同剂量-反应关系下的模拟,我们表明,基于简单参数模型(例如,有或没有阈值的线性模型)的传统方法在低剂量下的不确定性评估中可能效率低下、有偏差和/或不准确。另外,我们考虑一个连接的分段线性函数的贝叶斯半参数模型,允许相邻的线段之间的自相关。在没有具体假设的情况下,这可以描述各种可能的剂量-反应曲线,同时适当处理风险不确定性。特别是,它可以相对准确地评估可能存在阈值的剂量范围,同时保留阈值后小风险增加的统计能力。作为一个例子,我们分析了日本原子弹幸存者的癌症发病率数据,这是辐射照射对健康影响的定量风险估计的主要流行病学来源。

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