Journal of Health Care and Research
Irany FA1,3, Akwafuo SE1,3*, Abah T2,3, Mikler AR1,3
1Department of Computer Science and Engineering, University of North Texas, USA
2College of Health and Public Service, University of North Texas, USA
3Center for Computational Epidemiology and Response Analysis (CeCERA), University of North Texas, USA
Corresponding Author: Sampson E. Akwafuo ORCID ID
Address: Department of Computer Science and Engineering, University of North Texas, USA.
Received date: 26 July 2020; Accepted date: 19 August 2020; Published date: 05 September 2020
Citation: Irany FA, Akwafuo SE, Abah T, Mikler AR. Estimating the Transmission Risk of COVID-19 in Nigeria: A Mathematical Modelling Approach. J Health Care and Research. 2020 Sept 05;1(3):135-43.
Copyright © 2020 Irany FA, Akwafuo SE, Abah T, Mikler AR. This is an open-access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Keywords: COVID-19, Transmission Risk
Abstract
Objectives: The potential burden of COVID-19 in sub-Saharan African might be substantially more significant than reported, and more than the existing health system can handle. Hence, in this study, we estimate and project the burden and transmission risk of COVID-19, in Nigeria, using current interventions.
Methods: Modified SEIR epidemic mathematical model was used to simulate the disease progression in weeks, for up to 19 weeks. Different situations, involving zero-intervention and varying degrees of interventions are modeled. For the intervention phase, 25% and 75% social distancing are considered, while border closure includes 80% closure of airports, seaports, and intra-state borders, using available data as of 15th May 2020.
Results: The effects of various interventions on the R0 of COVID-19 are presented. A higher percentage of social distancing appears to be more effective in controlling the spread of COVID-19 in Nigeria than border closure. Up to 131,000 persons could be infected if there are no interventions.
Conclusion: According to our results, it is easier to enforce 75% closures than 25%, as the percentage of the population complying with social distancing is higher when at least 75% of public places were closed. The minimum requirement of the population percentage that needs to comply with the social distancing advice, to weaken the epidemic can be obtained from the model.






