A Study of the COVID-19 Impacts on the Canadian Population

With the recent outbreak of COVID-19, the reach and scale of COVID-19 cases is top of mind for everyone and many research groups are actively monitoring and exploring the potential spread. A positive consequence of past epidemics and pandemics is that there are sound epidemiological compartmental mo...

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Main Authors: John Yawney, Stephen Andrew Gadsden
Format: Article
Language:English
Published: IEEE 2020-01-01
Series:IEEE Access
Subjects:
Online Access:https://ieeexplore.ieee.org/document/9138412/
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spelling doaj-6c884796ebb54b27b4f0c17d7da725782021-03-30T04:42:16ZengIEEEIEEE Access2169-35362020-01-01812824012824910.1109/ACCESS.2020.30086089138412A Study of the COVID-19 Impacts on the Canadian PopulationJohn Yawney0https://orcid.org/0000-0003-4269-9537Stephen Andrew Gadsden1https://orcid.org/0000-0003-3749-0878Department of Data Science and Artificial Intelligence, Adastra Corporation, Markham, ON, CanadaCollege of Engineering and Physical Sciences, University of Guelph, Guelph, ON, CanadaWith the recent outbreak of COVID-19, the reach and scale of COVID-19 cases is top of mind for everyone and many research groups are actively monitoring and exploring the potential spread. A positive consequence of past epidemics and pandemics is that there are sound epidemiological compartmental modelling approaches that can effectively model disease spread. With minor changes to the underlying dynamical system of equations, many different strategies and situations can be explored. In particular, one such strategy of social distancing is top of mind for many Canadians as our political leaders, local businesses, and fellow Canadians promote and adopt this approach with the hopes that it will effectively `flatten the curve' and reduce or prevent further spread. In this paper, the baseline SIR model is introduced with its close counterpart, the SEIR model. Social distancing is modelled through the isolation of a subset of the susceptible population and comparative studies are performed considering a range in the proportion of individuals isolated. Robust and accurate numerical approximation techniques are used to simulate the pessimistic base case for which no preventative measures are taken and for various social distancing regimes. The results of social distancing are consolidated into two groups - those that flatten the curve and those that completely halt the disease spread. Mathematical formulations show that the turning point between these two regimes is when the effective reproductive rate, denoted $R_{e}$ , is equal to 1. Conclusions are made regarding the impacts and extent of the spread in relation to the severity of social distancing measures.https://ieeexplore.ieee.org/document/9138412/COVID-19epidemiologyinfectious disease modelingsocial distancing
collection DOAJ
language English
format Article
sources DOAJ
author John Yawney
Stephen Andrew Gadsden
spellingShingle John Yawney
Stephen Andrew Gadsden
A Study of the COVID-19 Impacts on the Canadian Population
IEEE Access
COVID-19
epidemiology
infectious disease modeling
social distancing
author_facet John Yawney
Stephen Andrew Gadsden
author_sort John Yawney
title A Study of the COVID-19 Impacts on the Canadian Population
title_short A Study of the COVID-19 Impacts on the Canadian Population
title_full A Study of the COVID-19 Impacts on the Canadian Population
title_fullStr A Study of the COVID-19 Impacts on the Canadian Population
title_full_unstemmed A Study of the COVID-19 Impacts on the Canadian Population
title_sort study of the covid-19 impacts on the canadian population
publisher IEEE
series IEEE Access
issn 2169-3536
publishDate 2020-01-01
description With the recent outbreak of COVID-19, the reach and scale of COVID-19 cases is top of mind for everyone and many research groups are actively monitoring and exploring the potential spread. A positive consequence of past epidemics and pandemics is that there are sound epidemiological compartmental modelling approaches that can effectively model disease spread. With minor changes to the underlying dynamical system of equations, many different strategies and situations can be explored. In particular, one such strategy of social distancing is top of mind for many Canadians as our political leaders, local businesses, and fellow Canadians promote and adopt this approach with the hopes that it will effectively `flatten the curve' and reduce or prevent further spread. In this paper, the baseline SIR model is introduced with its close counterpart, the SEIR model. Social distancing is modelled through the isolation of a subset of the susceptible population and comparative studies are performed considering a range in the proportion of individuals isolated. Robust and accurate numerical approximation techniques are used to simulate the pessimistic base case for which no preventative measures are taken and for various social distancing regimes. The results of social distancing are consolidated into two groups - those that flatten the curve and those that completely halt the disease spread. Mathematical formulations show that the turning point between these two regimes is when the effective reproductive rate, denoted $R_{e}$ , is equal to 1. Conclusions are made regarding the impacts and extent of the spread in relation to the severity of social distancing measures.
topic COVID-19
epidemiology
infectious disease modeling
social distancing
url https://ieeexplore.ieee.org/document/9138412/
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