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eISSN:2278-5299

International Journal of Latest Research in Science and Technology

DOI:10.29111/ijlrst   ISRA Impact Factor:3.35,  Peer-reviewed, Open-access Journal

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EPIDEMIC COVID MATHEMATICAL MODEL

Open Access

International Journal of Latest Research in Science and Technology Vol.9 Issue 2, pp 1-5,Year 2020

EPIDEMIC COVID MATHEMATICAL MODEL

Jorge Henrique Sales

Correspondence should be addressed to :

Received : 31 March 2020; Accepted : 06 April 2020 ; Published : 12 April 2020

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Article No. 10987
Abstract

This paper presents a mathematical model via non-linear systems of equations to describe the spread of the COVID-19 virus in the Italy and Brazil. The method used is that of competition between two species of Loka -Volterra. The result shows that there is a time limit to contain the spread of the virus and thus avoid an exponential increase of infected people. This time cannot exceed 60 days, because the numbers of removed (deaths) change little.

Key Words   
Nonlinear Equation, Covid 19, Epidemic Propagation, Computational modeling

Acknowledgement
Santa Cruz State University, Ilhéus-BA, Brazil
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References
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To cite this article

Jorge Henrique Sales , " Epidemic Covid Mathematical Model ", International Journal of Latest Research in Science and Technology . Vol. 9, Issue 2, pp 1-5 , 2020

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