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在存在背景暴露的情况下,使用对数浓度回归估计半衰期的偏倚,以及潜在的解决方案。

Bias in half-life estimates using log concentration regression in the presence of background exposures, and potential solutions.

机构信息

Program in Public Health and Department of Statistics, University of California, Irvine, CA 92697-3957, USA.

出版信息

J Expo Sci Environ Epidemiol. 2012 May-Jun;22(3):299-303. doi: 10.1038/jes.2012.2. Epub 2012 Feb 15.

Abstract

Regression of log serum concentrations or log urine concentrations on time elapsed after primary exposure ceases is a common method for estimating the elimination rates and corresponding half-lives for environmental contaminants. However, this method produces bias in the presence of ongoing background exposures. A general formula for the amount of bias introduced by background exposures under any single compartment pharmacokinetic model is derived here, and simpler expressions and graphical results are presented for the special case of regularly spaced biomarker measurements. The formulas are also applied to evaluate the potential bias from background exposures in recently published half-life estimates for perfluorooctanoate. These published half-lives are likely to be overestimated because of bias from background exposures, by about 1-26%. Background exposures can contribute substantial bias to half-life estimates based on longer follow-up times, even when the background contribution constitutes a small fraction of total exposure at baseline.

摘要

在原发性暴露停止后,通过对血清或尿液浓度的对数值随时间的回归,是一种常用于估计环境污染物消除率和相应半衰期的常见方法。然而,在持续存在背景暴露的情况下,该方法会产生偏差。本文推导了在任何单一隔室药代动力学模型下,由背景暴露引起的偏差量的通用公式,并针对生物标志物定期测量的特殊情况,给出了更简单的表达式和图形结果。这些公式还被应用于评估最近发表的全氟辛酸半衰期估计中背景暴露的潜在偏差。由于背景暴露的偏差,这些已发表的半衰期可能被高估,幅度约为 1-26%。即使在背景贡献构成基线总暴露的一小部分时,基于更长随访时间的半衰期估计也会受到背景暴露的严重偏差影响。

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