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Assessing short-term impact of PM10 on mortality using a semiparametric generalized propensity score approach

机译:使用半参数广义倾向评分法评估PM10对死亡率的短期影响

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摘要

In investigating short-term effects and impacts of air pollution on population mortality and morbidity, the exposure-response relationship is frequently assumed to be linear on a logarithmic scale, supporting the idea that an increase of the air pollution level yields the same percent increase in the occurrence of health events at any exposure level. This choice is in line with part of the epidemiological literature which does not report evidences of strong deviations from log-linearity within the ranges of exposure levels observed in urban areas [ – ]. However, recent works suggest a possible violation of the log-linearity assumption, especially in contexts where the range of exposure values was sufficiently wide to allow exploring the curve also for high air pollutant levels. For example, in a study aimed at investigating the relationship between the concentration of atmospheric particulate matter having diameter less than or equal to 2.5 m (PM ) and mortality in 272 Chinese cities, a leveling off in the exposure-response curves at high concentrations was reported in some areas of the Country [ ]. Another Chinese study found a non log-linear increase in the occurrence of respiratory diseases for daily PM levels above 50 g/m [ ]. Evidences of violation of the log-linearity assumption were found also in Li et al. [ ] for the relationship between PM and mortality and in Zu et al. [ ] for the relationship between ozone and hospitalizations from asthma. Finally, in the recent study conducted by Liu and colleagues on 652 cities around the world, the estimated pooled exposure-response functions between daily average levels of PM and PM and all-cause mortality showed no thresholds and seemed to flatten at high air pollutants concentrations [ ].
机译:在研究空气污染对人口死亡率和发病率的短期影响和影响时,经常假设暴露-响应关系呈对数线性关系,支持这样的观点,即空气污染水平的增加会产生相同的百分比增长。在任何暴露水平下健康事件的发生。此选择与流行病学文献的一部分一致,该文献未报告在城市地区观察到的暴露水平范围内与对数线性有很大偏差的证据[–]。但是,最近的工作表明可能违反对数线性假设,尤其是在暴露值范围足够宽以允许也针对高空气污染物水平探索曲线的情况下。例如,在一项旨在调查直径小于或等于2.5 m(PM)的大气颗粒物浓度与死亡率之间的关系的研究中,中国272个城市中,高浓度时的暴露-响应曲线趋于平稳。报告在该国某些地区[]。另一项中国研究发现,每天PM水平高于50 g / m时,呼吸系统疾病的发生呈非对数线性增长[]。 Li等人也发现了违反对数线性假设的证据。 []中PM与死亡率之间的关系。 []对于臭氧与哮喘住院治疗之间的关系。最后,在Liu和他的同事最近对全球652个城市进行的研究中,估计的PM和PM日平均水平与全因死亡率之间的汇总暴露-反应函数没有阈值,并且在高空气污染物浓度下似乎趋于平坦[]。

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