Treating Epidemics as Feedback Loops

Treating Epidemics as Feedback LoopsA new model of epidemics describes infections as part of a feedback loop-an approach that might one day help optimize interventions such as social distancing and lockdowns.By Andrea Parlangeli D uring the worst days of the COVID-19 pandemic, many of us became accustomed to news reports on the reproduction number R, which is the average number of cases arising from a single infected case.If we were told that R was much greater than 1, that meant the number of infections was growing rapidly, and interventions (such as social distancing and lockdowns) were necessary.But if R was near to 1, then the disease was deemed to be under control and some relaxation of restrictions could be warranted.New mathematical modeling by Kris Parag from Imperial College London shows limitations to using R or a related growth rate

Authors

Publication Details

Journal
Physics
Published
2024-09-04
DOI
https://doi.org/10.1103/physics.17.129
Primary Topic
Public Health Policies and Education
Type
article
Field-Weighted Citation Impact
0.00
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article

Treating Epidemics as Feedback Loops

Andrea Parlangeli
Physics
Public Health Policies and Education
article

Treating Epidemics as Feedback Loops

Andrea Parlangeli
article en

Abstract

Treating Epidemics as Feedback LoopsA new model of epidemics describes infections as part of a feedback loop-an approach that might one day help optimize interventions such as social distancing and lockdowns.By Andrea Parlangeli D uring the worst days of the COVID-19 pandemic, many of us became accustomed to news reports on the reproduction number R, which is the average number of cases arising from a single infected case.If we were told that R was much greater than 1, that meant the number of infections was growing rapidly, and interventions (such as social distancing and lockdowns) were necessary.But if R was near to 1, then the disease was deemed to be under control and some relaxation of restrictions could be warranted.New mathematical modeling by Kris Parag from Imperial College London shows limitations to using R or a related growth rate

PhysicsVol. 17
Good health and well-being
Openalex Percentile: Top 67%
Public Health Policies and Education
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Treating Epidemics as Feedback Loops — Andrea Parlangeli · Physics (2024) | TGRS Research Map | TGRS