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Sensitivity analysis of common statistical models used to study the short-term effects of air pollution on health

机译:用于研究空气污染对健康的短期影响的常用统计模型的敏感性分析

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摘要

The relationship between photochemical air pollutants (nitrogen dioxide and ozone) and emergency room admissions for asthma in Madrid (Spain) for the period 1995-1998 was analysed using the statistical models commonly used to studying the short-term effects of air pollution on health: linear and Cochrane-Orcutt regression, standard Poisson and Poisson corrected by overdispersion, Poisson autoregressive models, and generalised additive models. Linear regression models presented residual autocorrelation, Poisson regression models also showed overdispersion, and generalised additive models did not show residual autocorrelation and overdispersion was substantially reduced. Linear models provided biased estimates because our health outcome is non-normally distributed. Estimates from Poisson regression allowing for overdispersion and autocorrelation did not differ substantially from those reported by generalised additive models, which present the best model fit in terms of the absence of autocorrelation and reduction of overdispersion.
机译:使用通常用于研究空气污染对健康的短期影响的统计模型,分析了1995-1998年马德里(西班牙)的光化学空气污染物(二氧化氮和臭氧)与哮喘急诊室之间的关系:线性和Cochrane-Orcutt回归,通过过度分散校正的标准Poisson和Poisson,泊松自回归模型和广义加性模型。线性回归模型显示了残余自相关,泊松回归模型也显示了过度分散,而广义加性模型没有显示残余自相关,并且过度分散得到了大幅降低。线性模型提供了有偏差的估计值,因为我们的健康结果是非正态分布的。 Poisson回归的允许过度分散和自相关的估计与广义加法模型所报告的结果没有实质性差异,广义加性模型在缺乏自相关和减少过度分散方面表现出最佳的模型拟合。

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