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Spatio-temporal models of ambient air pollution can be used to predict pollutant levels across a geographical region. These predictions may then be used as estimates of exposure for individuals in analyses of the health effects of air pollution. Integrated nested Laplace approximations is a method for Bayesian inference, and a fast alternative to Markov chain Monte Carlo methods. It also facilitates the SPDE approach to spatial modelling, which has been used for modelling of air pollutant levels, and is available in the R-INLA package for the R statistics software. Covariates such as meteorological variables may be useful predictors in such models, but covariate misalignment must be dealt with. This paper describes a flexible method used to estimate pollutant levels for six pollutants in Suzhou, a city in China with dispersed air pollutant monitors and weather stations. A two-stage approach is used to address misalignment of weather covariate data.

Original publication

DOI

10.1016/j.ijheh.2021.113766

Type

Journal article

Journal

Int J Hyg Environ Health

Publication Date

24/05/2021

Volume

235

Keywords

Ambient air pollution, Bayesian approach, Covariate misalignment, Integrated nested Laplace approximation, Stochastic partial differential equation