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Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste

Authors: ADEKUNLE Yinka

Publication Type: Journal article

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Abstract

We present a model for the mathematical analysis of the control of the spread of an infectious disease in a predator-prey ecosystem. In this work, we present a compartmental mathematical model expressed by a systems of differential equations based on the dynamics of the Infection. We discuss the Disease Free Equilibrium(DFE) and the Endemic Disease Equilibrium(EDE). In this study, we realized that to eradicate or reduce the intensity of disease spread in the prey-predator ecosystem ,we apply vaccination strategies with herd immunity.

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ADEKUNLE,Y. . (0000). Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste, 0 (), 0-0.

ADEKUNLE,Y. . "Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste" 0, no (), (0000): 0-0.

ADEKUNLE,Y. and . (0000). Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste, 0 (), pp0-0.

ADEKUNLEY, . Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste. 0000, 0 ():0-0.

ADEKUNLE,Yinka , . "Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste", 0 . (0000) : 0-0.

A.Yinka , "Mathematical Analysis of the Control of the Spread of Infectious Disease in a Prey-Predator Ecosyste" vol.0, no., pp. 0-0, 0000.

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