1. Novel use of online optimization in a mathematical model of COVID-19 to guide the relaxation of pandemic mitigation measures.
- Author
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Bianchin, Gianluca, Dall'Anese, Emiliano, Poveda, Jorge I., Jacobson, David, Carlton, Elizabeth J., and Buchwald, Andrea G.
- Subjects
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MATHEMATICAL optimization , *MATHEMATICAL models , *VACCINATION - Abstract
Since early 2020, non-pharmaceutical interventions (NPIs)—implemented at varying levels of severity and based on widely-divergent perspectives of risk tolerance—have been the primary means to control SARS-CoV-2 transmission. This paper aims to identify how risk tolerance and vaccination rates impact the rate at which a population can return to pre-pandemic contact behavior. To this end, we developed a novel mathematical model and we used techniques from feedback control to inform data-driven decision-making. We use this model to identify optimal levels of NPIs across geographical regions in order to guarantee that hospitalizations will not exceed given risk tolerance thresholds. Results are shown for the state of Colorado, United States, and they suggest that: coordination in decision-making across regions is essential to maintain the daily number of hospitalizations below the desired limits; increasing risk tolerance can decrease the number of days required to discontinue NPIs, at the cost of an increased number of deaths; and if vaccination uptake is less than 70%, at most levels of risk tolerance, return to pre-pandemic contact behaviors before the early months of 2022 may newly jeopardize the healthcare system. The sooner we can acquire population-level vaccination of greater than 70%, the sooner we can safely return to pre-pandemic behaviors. [ABSTRACT FROM AUTHOR]
- Published
- 2022
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