Author(s)

Badjo Kimba Abdoul Wahid¹, Djibo Moustapha¹, Hassane Ganda Rabi¹, Saley Bisso²

¹Department of Exact and Applied Sciences, Dosso Unversity, Dosso, Niger.
²Department of Mathematics and Computer Sciences, Abdou Moumouni Unversity, Niamey, Niger.

We are interested in this paper in the modeling and analysis of the disease of COVID-19 applied to the capital of Niger: Niamey. The model we are presenting takes into account the strategy that the country has adopted to fight this pandemic. The spread of the infectious agent within the population is a dynamic phenomenon: the number of the healthy and sick individuals changes over time, depending on the contacts during which the pathogen passes from an infected individual to a healthy individual. We model this propagation phenomenon by a set of differential systems equations and determine its behavior through a numerical resolution.

Covid-19, Epidemiology, Differential Equations, Operators, Numerical Analysis, Matlab

Wahid, B. , Moustapha, D. , Rabi, H. and Bisso, S. (2020) Contribution to the Mathematical Modeling of COVID-19 in Niger. Applied Mathematics, 11, 427-435. doi: 10.4236/am.2020.116030.