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Bayesian quantile regression for count data with application to environmental epidemiology

机译:贝叶斯分位数回归用于计数数据及其在环境流行病学中的应用

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摘要

Quantile regression estimates the relationship between covariates and the rth quan-tile of the response distribution, rather than the mean. We present a Bayesian quantile regression model for count data and apply it in the field of environmental epidemiology, which is an area in which quantile regression is yet to be used. Our methods are applied to a new study of the relationship between long-term exposure to air pollution and respiratory hospital admissions in Scotland. We observe a decreasing relationship between pollution and the rth quantile of the response distribution, with a relative risk ranging between 1.023 and 1.070.
机译:分位数回归估计协变量与响应分布的第r个分位数之间的关系,而不是均值。我们提出了一种用于计数数据的贝叶斯分位数回归模型,并将其应用于环境流行病学领域,这是尚未使用分位数回归的领域。我们的方法被用于一项关于苏格兰长期暴露于空气污染与呼吸道住院之间关系的新研究。我们观察到污染与响应分布的第r个分位数之间的关系在减小,相对风险在1.023和1.070之间。

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