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Bayesian modelling of environmental risk: example using a small area ecological study of coronary heart disease mortality in relation to modelled outdoor nitrogen oxide levels

机译:贝叶斯环境风险建模:以小面积生态学研究冠心病死亡率与模拟室外氮氧化物水平相关的示例

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Bayesian modelling of health risks in relation to environmental exposures offers advantages over conventional (non-Bayesian) modelling approaches. We report an example using research into whether, after controlling for different confounders, air pollution (NO_X) has a significant effect on coronary heart disease mortality, estimating the relative risk associated with different levels of exposure. We use small area data from Sheffield, England and describe how the data were assembled. We compare the results obtained using a generalized (Poisson) log-linear model with adjustment for overdispersion, with the results obtained using a hierarchical (Poisson) log-linear model with spatial random effects. Both classes of models were fitted using a Bayesian approach. Including spatial random effects models both overdispersion and spatialrnautocorrelation effects arising as a result of analysing data from small contiguous areas. The first modelling framework has been widely used, while the second provides a more rigorous model for hypothesis testing and risk estimation when data refer to small areas. When the models are fitted controlling only for the age and sex of the populations, the generalized log-linear model shows NO_X effects are significant at all levels, whereas the hierarchical log-linear model with spatial random effects shows significant effects only at higher levels. We then adjust for deprivation and smoking prevalence. Uncertainty in the estimates of smoking prevalence, arising because the data are based on samples, was accounted for through errors-in-variables modelling. NO_X effects apparently are significant at the two highest levels according to both modelling frameworks.
机译:与环境暴露相关的健康风险的贝叶斯建模提供了优于常规(非贝叶斯)建模方法的优势。我们使用研究报告了一个示例,该示例针对控制不同的混杂因素后,空气污染(NO_X)是否对冠心病死亡率具有显着影响,估计了与不同暴露水平相关的相对风险。我们使用来自英格兰谢菲尔德的小区域数据,并描述了数据的组装方式。我们将使用广义(泊松)对数线性模型和过度分散调整进行比较的结果与使用具有空间随机效应的分层(泊松)对数线性模型获得的结果进行比较。这两类模型均使用贝叶斯方法进行拟合。包括空间随机效应模型在内的超分散效应和空间自相关效应都是由于分析小连续区域的数据而产生的。第一个建模框架已被广泛使用,而第二个框架为数据涉及较小区域时的假设检验和风险估计提供了更为严格的模型。当拟合模型仅控制人口的年龄和性别时,广义对数线性模型显示NO_X效应在所有水平上均显着,而具有空间随机效应的分层对数线性模型仅在较高水平上显示显着效应。然后,我们针对贫困和吸烟率进行调整。由于数据基于样本,因此吸烟流行率估计值的不确定性是通过变量误差建模来解决的。根据两个建模框架,NO_X效果在两个最高级别上显然很重要。

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