A mathematical model for the control of COVID-19 by vaccination in Baguio city

A mathematical model for the control of COVID-19 by vaccination in Baguio city

Effects of COVID-19 is evident. An SEIR model was proposed to understand the transmission of COVID-19 in Baguio City. The positivity and boundedness of solutions, and the local stability of the equilibrium points were explored in this study and were proven to show realism in the model. Then, the bas...

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Hauptverfasser: Bitanga, Christian Aiphie G., Addawe, Rizavel C., Viernes, Jhunas Paul T.
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Mathematical models
Vaccines
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Viernes, Jhunas Paul T.
description Effects of COVID-19 is evident. An SEIR model was proposed to understand the transmission of COVID-19 in Baguio City. The positivity and boundedness of solutions, and the local stability of the equilibrium points were explored in this study and were proven to show realism in the model. Then, the basic reproduction number, R0, was estimated to calculate the optimal vaccination coverage in the said city while the effective reproduction number in presence of vaccines, Rv, was approximated to show the effectiveness of vaccines in mitigating the disease.
doi_str_mv 10.1063/5.0192625
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subjects Mathematical models
Vaccines
title A mathematical model for the control of COVID-19 by vaccination in Baguio city
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