Author: Alexander Okhuese Victor
Title: MATHEMATICAL PREDICTIONS FOR COVID-19 AS A GLOBAL PANDEMIC Document date: 2020_3_24
ID: ckay4ufw_2
Snippet: The resulting equations are a system of coupled homogenous differential equations. Numerical experiments with relevant simulation showing how the variation of the reproductive number (R0) affect the number of infected individuals is carried out. Conscious effort through evaluating the new deterministic SEIRUS model is done to reduce the reproductive number (R0) to zero for a possible halt of the spread of the disease thereby leading to an endemic.....
Document: The resulting equations are a system of coupled homogenous differential equations. Numerical experiments with relevant simulation showing how the variation of the reproductive number (R0) affect the number of infected individuals is carried out. Conscious effort through evaluating the new deterministic SEIRUS model is done to reduce the reproductive number (R0) to zero for a possible halt of the spread of the disease thereby leading to an endemic equilibrium to eradicate the disease in a later time in the future.
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