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State-Level Masking Mandates and COVID-19 Outcomes in the United States

Angus K. Y. Wong, Laura B. Balzer

2021Epidemiology22 citationsDOIOpen Access PDF

Abstract

BACKGROUND: We sought to investigate the effect of public masking mandates in US states on COVID-19 at the national level in Fall 2020. Specifically, we aimed to evaluate how the relative growth of COVID-19 cases and deaths would have differed if all states had issued a mandate to mask in public by 1 September 2020 versus if all states had delayed issuing such a mandate. METHODS: We applied the Causal Roadmap, a formal framework for causal and statistical inference. We defined the outcome as the state-specific relative increase in cumulative cases and in cumulative deaths 21, 30, 45, and 60 days after 1 September. Despite the natural experiment occurring at the state-level, the causal effect of masking policies on COVID-19 outcomes was not identifiable. Nonetheless, we specified the target statistical parameter as the adjusted rate ratio (aRR): the expected outcome with early implementation divided by the expected outcome with delayed implementation, after adjusting for state-level confounders. To minimize strong estimation assumptions, primary analyses used targeted maximum likelihood estimation with Super Learner. RESULTS: After 60 days and at a national level, early implementation was associated with a 9% reduction in new COVID-19 cases (aRR = 0.91 [95% CI = 0.88, 0.95]) and a 16% reduction in new COVID-19 deaths (aRR = 0.84 [95% CI = 0.76, 0.93]). CONCLUSIONS: Although lack of identifiability prohibited causal interpretations, application of the Causal Roadmap facilitated estimation and inference of statistical associations, providing timely answers to pressing questions in the COVID-19 response.

Topics & Concepts

Causal inferenceCoronavirus disease 2019 (COVID-19)ConfoundingIdentifiabilityMandateRelative riskEstimationStatistical inferenceDemographyInferenceOutcome (game theory)MedicinePublic healthStatisticsActuarial scienceEconometricsConfidence intervalComputer scienceEconomicsMathematicsPolitical scienceInternal medicineLawSociologyArtificial intelligenceManagementNursingDiseaseMathematical economicsInfectious disease (medical specialty)COVID-19 epidemiological studiesInfection Control and VentilationVaccine Coverage and Hesitancy