Title of article
Analysis of a Three Age Group Preys with Control Measures of COVID-19 Spread in the Third Prey
Author/Authors
Vijayaa, S Department of Mathematics - Annamalai University, Chidambaram, India , Saranyaa, S Department of Mathematics - Annamalai University, Chidambaram, India
Pages
15
From page
1
To page
15
Abstract
In this paper we study the covid-19 disease with treatment and control to spread
it with different measures. The model equations are analysed from the general MC Kendrick
equations for age structured populations. The existence,positiveness,boundedness and sta-
bility of equilibria are studied as they depend on the prey’s natural carrying capacity. The
main result of this paper is the three age group population, how to control and avoid to
infect the disease from predator with local,global stability and Hopf bifurcation method also
utilised.Finally the result of this model prey predator where numerical examples using maple
software of Rossler type.
Keywords
Equilibrium point , Age group preys , Hopf bifurcation , Stability switches , Carrying capacity , Time-dependent , Innate immune response
Journal title
International Journal of Mathematical Modelling and Computations
Serial Year
2021
Record number
2721735
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