Author: Alexander Okhuese Victor
Title: Estimation of the probability of reinfection with COVID-19 coronavirus by the SEIRUS model Document date: 2020_4_6
ID: mu413rvc_74
Snippet: The model equations which exhibits the disease-free equilibrium ( ) state for COVID-19 coronavirus exist and hence satisfies the criteria for a locally or globally asymptotic stability when the basic reproductive number 0 = 0 for and endemic situation. This implies that as a pandemic as declared by WHO (2020) the COVID-19 coronavirus does not have a curative vaccine yet and precautionary measures are advised through quarantine and observatory pro.....
Document: The model equations which exhibits the disease-free equilibrium ( ) state for COVID-19 coronavirus exist and hence satisfies the criteria for a locally or globally asymptotic stability when the basic reproductive number 0 = 0 for and endemic situation. This implies that as a pandemic as declared by WHO (2020) the COVID-19 coronavirus does not have a curative vaccine yet and precautionary measures are advised through quarantine and observatory procedures. The basic reproductive number was found to be 0 = 0 and hence shows that there is a high chance of no secondary infections from the recovered population as the rate of incidence of the recovered population vanishes, that is, = 0.
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