Author: Adekola, Hafeez Aderinsayo; Adekunle, Ibrahim Ayoade; Egberongbe, Haneefat Olabimpe; Onitilo, Sefiu Adekunle; Abdullahi, Idris Nasir
Title: Mathematical modeling for infectious viral disease: The COVIDâ€19 perspective Cord-id: i4e0rdxp Document date: 2020_8_17
ID: i4e0rdxp
Snippet: In this study, we examined various forms of mathematical models that are relevant for the containment, risk analysis, and features of COVIDâ€19. Greater emphasis was laid on the extension of the Susceptible–Infectious–Recovered (SIR) models for policy relevance in the time of COVIDâ€19. These mathematical models play a significant role in the understanding of COVIDâ€19 transmission mechanisms, structures, and features. Considering that the disease has spread sporadically around the world,
Document: In this study, we examined various forms of mathematical models that are relevant for the containment, risk analysis, and features of COVIDâ€19. Greater emphasis was laid on the extension of the Susceptible–Infectious–Recovered (SIR) models for policy relevance in the time of COVIDâ€19. These mathematical models play a significant role in the understanding of COVIDâ€19 transmission mechanisms, structures, and features. Considering that the disease has spread sporadically around the world, causing large scale socioeconomic disruption unwitnessed in contemporary ages since World War II, researchers, stakeholders, government, and the society at large are actively engaged in finding ways to reduce the rate of infection until a cure or vaccination procedure is established. We advanced argument for the various forms of the mathematical model of epidemics and highlighted their relevance in the containment of COVIDâ€19 at the present time. Mathematical models address the need for understanding the transmission dynamics and other significant factors of the disease that would aid policymakers to make accurate decisions and reduce the rate of transmission of the disease.
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