Department of Medical Physics, Memorial Sloan Kettering Cancer Center New York, New York, NY, USA.
Department of Epidemiology and Biostatistics, Memorial Sloan Kettering Cancer Center New York, New York, NY, USA.
Int J Radiat Biol. 2024;100(10):1393-1404. doi: 10.1080/09553002.2024.2381482. Epub 2024 Jul 26.
Epidemiological studies of stochastic radiation health effects such as cancer, meant to estimate risks of the adverse effects as a function of radiation dose, depend largely on estimates of the radiation doses received by the exposed group under study. Those estimates are based on dosimetry that always has uncertainty, which often can be quite substantial. Studies that do not incorporate statistical methods to correct for dosimetric uncertainty may produce biased estimates of risk and incorrect confidence bounds on those estimates. This paper reviews commonly used statistical methods to correct radiation risk regressions for dosimetric uncertainty, with emphasis on some newer methods. We begin by describing the types of dose uncertainty that may occur, including those in which an uncertain value is shared by part or all of a cohort, and then demonstrate how these sources of uncertainty arise in radiation dosimetry. We briefly describe the effects of different types of dosimetric uncertainty on risk estimates, followed by a description of each method of adjusting for the uncertainty.
Each of the method has strengths and weaknesses, and some methods have limited applicability. We describe the types of uncertainty to which each method can be applied and its pros and cons. Finally, we provide summary recommendations and touch briefly on suggestions for further research.
旨在估计辐射不良影响(如癌症)风险作为辐射剂量函数的随机辐射健康效应的流行病学研究,在很大程度上取决于对研究中暴露组所接受的辐射剂量的估计。这些估计基于辐射剂量学,而辐射剂量学始终存在不确定性,这种不确定性通常可能相当大。如果不采用统计方法来纠正剂量不确定性,那么对风险的估计可能会产生偏差,并且对这些估计的置信区间也可能不正确。本文综述了常用于纠正辐射风险回归中剂量不确定性的常用统计方法,重点介绍了一些较新的方法。我们首先描述可能发生的剂量不确定性类型,包括不确定值由队列的一部分或全部共享的情况,然后演示这些不确定性来源在辐射剂量学中是如何产生的。我们简要描述了不同类型的剂量不确定性对风险估计的影响,然后描述了每种调整不确定性的方法。
每种方法都有其优点和缺点,并且某些方法的适用性有限。我们描述了每种方法可应用的不确定性类型及其优缺点。最后,我们提供了总结性建议,并简要讨论了进一步研究的建议。