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首页> 外文期刊>Annals of epidemiology >Confounder selection in environmental epidemiology: assessment of health effects of prenatal mercury exposure.
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Confounder selection in environmental epidemiology: assessment of health effects of prenatal mercury exposure.

机译:环境流行病学中混杂因素的选择:评估产前汞暴露对健康的影响。

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PURPOSE: The purpose of the study is to compare different approaches to the identification of confounders needed for analyzing observational data. Whereas standard analysis usually is conducted as if the confounders were known a priori, selection uncertainty also must be taken into account. METHODS: Confounders were selected by using backward elimination (BE), change in estimate (CIE) method, Akaike information criterion, Bayesian information criterion (BIC), and an empirical approach using a priori information. A modified ridge regression estimator, which shrinks effects of confounders toward zero, also was considered. For each criterion, uncertainty in the estimated exposure effect was assessed by using bootstrap simulations for which confounders were selected in each sample. These methods were illustrated by using data for mercury neurotoxicity in Faroe Islands children. Point estimates and standard errors of mercury effects on confounder-sensitive neurobehavioral outcomes were calculated for each selection procedure. RESULTS: The full model and the empirical a priori model showed approximately the same precision, and these methods were (slightly) inferior to only modified ridge regression. Lower precisions were obtained by using BE with a low cutoff level, BIC, and CIE. CONCLUSIONS: Standard analysis ignores model selection uncertainty and is likely to yield overoptimistic inferences. Thus, the traditional BE procedure with p = 5% should be avoided. If data-dependent procedures are required for confounder identification, we recommend that inferences be based on bootstrap statistics to describe the selection process.
机译:目的:本研究的目的是比较不同的方法来识别分析观测数据所需的混杂因素。尽管通常像先验已知混杂因素一样进行标准分析,但还必须考虑选择的不确定性。方法:使用向后消除(BE),估计值变化(CIE)方法,Akaike信息准则,贝叶斯信息准则(BIC)以及使用先验信息的经验方法来选择混杂因素。还考虑了一种改进的岭回归估计量,它将混杂因素的影响缩小到零。对于每个标准,通过使用自举模拟来评估估计的暴露效果的不确定性,为此在每个样本中选择了混杂因素。通过使用法罗群岛儿童的汞神经毒性数据说明了这些方法。针对每个选择程序,计算了汞对混杂物敏感神经行为结果的影响的点估计值和标准误差。结果:完整模型和经验先验模型显示出大约相同的精度,并且这些方法(略)次于仅改良的岭回归。使用具有低截止水平的BE,BIC和CIE可获得较低的精度。结论:标准分析忽略了模型选择的不确定性,并可能产生过度乐观的推论。因此,应避免使用传统的BE程序(p = 5%)。如果需要使用依赖于数据的过程来识别混杂因素,我们建议推理应基于引导程序统计信息来描述选择过程。

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