Hamra Ghassan B, Buckley Jessie P
Department of Epidemiology, Johns Hopkins Bloomberg School of Public Health, MD, USA.
Department of Environmental Health and Engineering, Johns Hopkins Bloomberg School of Public Health, MD, USA.
Curr Epidemiol Rep. 2018 Jun;5(2):160-165. doi: 10.1007/s40471-018-0145-0. Epub 2018 Apr 5.
This review provides a summary of statistical approaches that researchers can use to study environmental exposure mixtures. Two primary considerations are the form of the research question and the statistical tools best suited to address that question. Because the choice of statistical tools is not rigid, we make recommendations about when each tool may be most useful.
When dimensionality is relatively low, some statistical tools yield easily interpretable estimates of effect (e.g., risk ratio, odds ratio) or intervention impacts. When dimensionality increases, it is often necessary to compromise this interpretablity in favor of identifying interesting statistical signals from noise; this requires applying statistical tools that are oriented more heavily towards dimension reduction via shrinkage and/or variable selection.
The study of complex exposure mixtures has prompted development of novel statistical methods. We suggest that further validation work would aid practicing researchers in choosing among existing and emerging statistical tools for studying exposure mixtures.
本综述总结了研究人员可用于研究环境暴露混合物的统计方法。两个主要考虑因素是研究问题的形式以及最适合解决该问题的统计工具。由于统计工具的选择并非固定不变,我们针对每种工具在何时可能最有用给出建议。
当维度相对较低时,一些统计工具能得出易于解释的效应估计值(如风险比、优势比)或干预影响。当维度增加时,往往需要在可解释性方面做出妥协,以利于从噪声中识别出有趣的统计信号;这就需要应用更侧重于通过收缩和/或变量选择来进行降维的统计工具。
对复杂暴露混合物的研究促使了新统计方法的发展。我们建议进一步的验证工作将有助于实践研究人员在现有和新兴的用于研究暴露混合物的统计工具中进行选择。