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Reduced-Rank Spatio-Temporal Modeling of Air Pollution Concentrations in the Multi-Ethnic Study of Atherosclerosis and Air Pollution

机译:多族裔动脉粥样硬化和空气污染研究中的空气污染浓度降低排空时空建模

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摘要

There is growing evidence in the epidemiologic literature of the relationship between air pollution and adverse health outcomes. Prediction of individual air pollution exposure in the Environmental Protection Agency (EPA) funded Multi-Ethnic Study of Atheroscelerosis and Air Pollution (MESA Air) study relies on a flexible spatio-temporal prediction model that integrates land-use regression with kriging to account for spatial dependence in pollutant concentrations. Temporal variability is captured using temporal trends estimated via modified singular value decomposition and temporally varying spatial residuals. This model utilizes monitoring data from existing regulatory networks and supplementary MESA Air monitoring data to predict concentrations for individual cohort members.In general, spatio-temporal models are limited in their efficacy for large data sets due to computational intractability. We develop reduced-rank versions of the MESA Air spatio-temporal model. To do so, we apply low-rank kriging to account for spatial variation in the mean process and discuss the limitations of this approach. As an alternative, we represent spatial variation using thin plate regression splines. We compare the performance of the outlined models using EPA and MESA Air monitoring data for predicting concentrations of oxides of nitrogen (NOx)—a pollutant of primary interest in MESA Air—in the Los Angeles metropolitan area via cross-validated R2.Our findings suggest that use of reduced-rank models can improve computational efficiency in certain cases. Low-rank kriging and thin plate regression splines were competitive across the formulations considered, although TPRS appeared to be more robust in some settings.
机译:在流行病学文献中,越来越多的证据表明空气污染与不良健康后果之间的关系。由环境保护署(EPA)资助的多民族动脉粥样硬化和空气污染多种族研究(MESA Air)的预测个人空气污染暴露量依赖于灵活的时空预测模型,该模型将土地利用回归与克里金法相结合以考虑空间污染物浓度的依赖性。使用通过修改的奇异值分解估计的时间趋势和随时间变化的空间残差来捕获时间变化。该模型利用现有监管网络的监测数据和补充的MESA Air监测数据来预测单个队列成员的浓度。通常,时空模型由于计算上的难点性而在大型数据集方面的功效受到限制。我们开发了MESA Air时空模型的降级版本。为此,我们应用低秩克里金法来解释平均过程中的空间变化,并讨论此方法的局限性。作为替代,我们使用薄板回归样条曲线表示空间变化。我们使用EPA和MESA Air监测数据比较了概述模型的性能,以通过交叉验证的R 2预测洛杉矶都会区的氮氧化物(NOx)浓度,这是MESA Air的主要关注污染物。 。我们的发现表明,在某些情况下,使用降级模型可以提高计算效率。尽管在某些情况下TPRS似乎更可靠,但低阶克里金法和薄板回归样条在所考虑的配方中具有竞争力。

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