Association between air pollution and COVID-19 disease severity via Bayesian multinomial logistic regression with partially missing outcomes

Lauren Hoskovec, Sheena Martenies, Tori L Burket, Sheryl Magzamen, Ander Wilson

Research output: Contribution to journalArticlepeer-review

Abstract

Recent ecological analyses suggest air pollution exposure may increase susceptibility to and severity of coronavirus disease 2019 (COVID-19). Individual-level studies are needed to clarify the relationship between air pollution exposure and COVID-19 outcomes. We conduct an individual-level analysis of long-term exposure to air pollution and weather on peak COVID-19 severity. We develop a Bayesian multinomial logistic regression model with a multiple imputation approach to impute partially missing health outcomes. Our approach is based on the stick-breaking representation of the multinomial distribution, which offers computational advantages, but presents challenges in interpreting regression coefficients. We propose a novel inferential approach to address these challenges. In a simulation study, we demonstrate our method's ability to impute missing outcome data and improve estimation of regression coefficients compared to a complete case analysis. In our analysis of 55,273 COVID-19 cases in Denver, Colorado, increased annual exposure to fine particulate matter in the year prior to the pandemic was associated with increased risk of severe COVID-19 outcomes. We also found COVID-19 disease severity to be associated with interactions between exposures. Our individual-level analysis fills a gap in the literature and helps to elucidate the association between long-term exposure to air pollution and COVID-19 outcomes.

Original languageEnglish (US)
Article numbere2751
JournalEnvironmetrics
Volume33
Issue number7
Early online dateJul 31 2022
DOIs
StatePublished - Nov 2022

Keywords

  • categorical regression
  • SARS-CoV-2
  • Pólya-gamma
  • multiple imputation
  • COVID-19

ASJC Scopus subject areas

  • Ecological Modeling
  • Statistics and Probability

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