Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles

Abstract The COVID-19 pandemic experience has highlighted the importance of developing general control principles to inform future pandemic preparedness based on the tension between the different control options, ranging from elimination to mitigation, and related costs. Similarly, during the COVID-...

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Main Authors: Giulio Pisaneschi, Matteo Tarani, Giovanni Di Donato, Alberto Landi, Marco Laurino, Piero Manfredi
Format: Article
Language:English
Published: Nature Portfolio 2024-02-01
Series:Scientific Reports
Online Access:https://doi.org/10.1038/s41598-024-54955-4
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author Giulio Pisaneschi
Matteo Tarani
Giovanni Di Donato
Alberto Landi
Marco Laurino
Piero Manfredi
author_facet Giulio Pisaneschi
Matteo Tarani
Giovanni Di Donato
Alberto Landi
Marco Laurino
Piero Manfredi
author_sort Giulio Pisaneschi
collection DOAJ
description Abstract The COVID-19 pandemic experience has highlighted the importance of developing general control principles to inform future pandemic preparedness based on the tension between the different control options, ranging from elimination to mitigation, and related costs. Similarly, during the COVID-19 pandemic, social distancing has been confirmed to be the critical response tool until vaccines become available. Open-loop optimal control of a transmission model for COVID-19 in one of its most aggressive outbreaks is used to identify the best social distancing policies aimed at balancing the direct epidemiological costs of a threatening epidemic with its indirect (i.e., societal level) costs arising from enduring control measures. In particular, we analyse how optimal social distancing varies according to three key policy factors, namely, the degree of prioritization of indirect costs, the adherence to control measures, and the timeliness of intervention. As the prioritization of indirect costs increases, (i) the corresponding optimal distancing policy suddenly switches from elimination to suppression and, finally, to mitigation; (ii) the “effective” mitigation region—where hospitals’ overwhelming is prevented—is dramatically narrow and shows multiple control waves; and (iii) a delicate balance emerges, whereby low adherence and lack of timeliness inevitably force ineffective mitigation as the only accessible policy option. The present results show the importance of open-loop optimal control, which is traditionally absent in public health preparedness, for studying the suppression–mitigation trade-off and supplying robust preparedness guidelines.
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spelling doaj.art-d49dad013a284b219c43b6a864a3d58c2024-03-05T18:53:31ZengNature PortfolioScientific Reports2045-23222024-02-0114111310.1038/s41598-024-54955-4Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principlesGiulio Pisaneschi0Matteo Tarani1Giovanni Di Donato2Alberto Landi3Marco Laurino4Piero Manfredi5Department of Information Engineering, University of PisaDepartment of Information Engineering, University of PisaDepartment of Information Engineering, University of PisaDepartment of Information Engineering, University of PisaInstitute of Clinical Physiology, National Research CouncilDepartment of Economics and Management, University of PisaAbstract The COVID-19 pandemic experience has highlighted the importance of developing general control principles to inform future pandemic preparedness based on the tension between the different control options, ranging from elimination to mitigation, and related costs. Similarly, during the COVID-19 pandemic, social distancing has been confirmed to be the critical response tool until vaccines become available. Open-loop optimal control of a transmission model for COVID-19 in one of its most aggressive outbreaks is used to identify the best social distancing policies aimed at balancing the direct epidemiological costs of a threatening epidemic with its indirect (i.e., societal level) costs arising from enduring control measures. In particular, we analyse how optimal social distancing varies according to three key policy factors, namely, the degree of prioritization of indirect costs, the adherence to control measures, and the timeliness of intervention. As the prioritization of indirect costs increases, (i) the corresponding optimal distancing policy suddenly switches from elimination to suppression and, finally, to mitigation; (ii) the “effective” mitigation region—where hospitals’ overwhelming is prevented—is dramatically narrow and shows multiple control waves; and (iii) a delicate balance emerges, whereby low adherence and lack of timeliness inevitably force ineffective mitigation as the only accessible policy option. The present results show the importance of open-loop optimal control, which is traditionally absent in public health preparedness, for studying the suppression–mitigation trade-off and supplying robust preparedness guidelines.https://doi.org/10.1038/s41598-024-54955-4
spellingShingle Giulio Pisaneschi
Matteo Tarani
Giovanni Di Donato
Alberto Landi
Marco Laurino
Piero Manfredi
Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles
Scientific Reports
title Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles
title_full Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles
title_fullStr Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles
title_full_unstemmed Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles
title_short Optimal social distancing in epidemic control: cost prioritization, adherence and insights into preparedness principles
title_sort optimal social distancing in epidemic control cost prioritization adherence and insights into preparedness principles
url https://doi.org/10.1038/s41598-024-54955-4
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