Department of Health Policy and Management, Mailman School of Public Health, Columbia University, New York, New York, United States of America ; Icahn School of Medicine at Mount Sinai, New York, New York, United States of America.
PLoS One. 2013 Nov 6;8(11):e79944. doi: 10.1371/journal.pone.0079944. eCollection 2013.
Bisphenol A (BPA), a high production chemical commonly found in plastics, has drawn great attention from researchers due to the substance's potential toxicity. Using data from three National Health and Nutrition Examination Survey (NHANES) cycles, we explored the consistency and robustness of BPA's reported effects on coronary heart disease and diabetes.
We report the use of three different statistical models in the analysis of BPA: (1) logistic regression, (2) log-linear regression, and (3) dose-response logistic regression. In each variation, confounders were added in six blocks to account for demographics, urinary creatinine, source of BPA exposure, healthy behaviours, and phthalate exposure. Results were sensitive to the variations in functional form of our statistical models, but no single model yielded consistent results across NHANES cycles. Reported ORs were also found to be sensitive to inclusion/exclusion criteria. Further, observed effects, which were most pronounced in NHANES 2003-04, could not be explained away by confounding.
Limitations in the NHANES data and a poor understanding of the mode of action of BPA have made it difficult to develop informative statistical models. Given the sensitivity of effect estimates to functional form, researchers should report results using multiple specifications with different assumptions about BPA measurement, thus allowing for the identification of potential discrepancies in the data.
双酚 A(BPA)是一种高产量的化学物质,常用于塑料制造,由于其潜在的毒性,引起了研究人员的极大关注。本研究利用三个全国健康和营养调查(NHANES)周期的数据,探讨了 BPA 对冠心病和糖尿病影响的一致性和稳健性。
我们在分析 BPA 时报告了三种不同的统计模型的使用:(1)逻辑回归,(2)对数线性回归,和(3)剂量-反应逻辑回归。在每种变化中,我们使用六个模块添加混杂因素,以解释人口统计学、尿肌酐、BPA 暴露源、健康行为和邻苯二甲酸酯暴露情况。结果对我们统计模型的函数形式变化很敏感,但没有单一模型在 NHANES 周期中产生一致的结果。报告的 OR 也对纳入/排除标准很敏感。此外,在 NHANES 2003-04 中观察到的最明显的作用,不能用混杂因素来解释。
NHANES 数据的局限性和对 BPA 作用模式的理解不足,使得建立有信息量的统计模型变得困难。鉴于效应估计值对函数形式的敏感性,研究人员应该使用具有不同 BPA 测量假设的多个规范报告结果,从而能够识别数据中的潜在差异。