Numerical Investigation of the Stability of Equilibrium Points for the Model of Three Mutually Competing, Symmetric and Continuous Time Reproducing Organism in a Fairly Stable Ecological Environment

Article ID

47X76

Numerical Investigation of the Stability of Equilibrium Points for the Model of Three Mutually Competing, Symmetric and Continuous Time Reproducing Organism in a Fairly Stable Ecological Environment

Dr. A.A. Obayomi
Dr. A.A. Obayomi
Dr. M.O. Oke
Dr. M.O. Oke Ekiti State University, Ado - Ekiti
DOI

Abstract

In this paper, we examined the stability of the equilibrium points for the model of three mutually competing species within a stable ecosystem. For the stable ecosystem, we proposed that there are combinations of initial population densities and efficiency parameters that can balance the coexistence of these species for a very long time. This desirable biological property of a stable non-extinction equilibrium point for the ecosystem was obtained for all cases considered in this research work.

Numerical Investigation of the Stability of Equilibrium Points for the Model of Three Mutually Competing, Symmetric and Continuous Time Reproducing Organism in a Fairly Stable Ecological Environment

In this paper, we examined the stability of the equilibrium points for the model of three mutually competing species within a stable ecosystem. For the stable ecosystem, we proposed that there are combinations of initial population densities and efficiency parameters that can balance the coexistence of these species for a very long time. This desirable biological property of a stable non-extinction equilibrium point for the ecosystem was obtained for all cases considered in this research work.

Dr. A.A. Obayomi
Dr. A.A. Obayomi
Dr. M.O. Oke
Dr. M.O. Oke Ekiti State University, Ado – Ekiti

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Dr. M.O. Oke. 2015. “. Global Journal of Science Frontier Research – F: Mathematics & Decision GJSFR-F Volume 15 (GJSFR Volume 15 Issue F6): .

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Crossref Journal DOI 10.17406/GJSFR

Print ISSN 0975-5896

e-ISSN 2249-4626

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GJSFR Volume 15 Issue F6
Pg. 27- 35
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GJSFR-F Classification: MSC 2010: 010499
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Numerical Investigation of the Stability of Equilibrium Points for the Model of Three Mutually Competing, Symmetric and Continuous Time Reproducing Organism in a Fairly Stable Ecological Environment

Dr. A.A. Obayomi
Dr. A.A. Obayomi
Dr. M.O. Oke
Dr. M.O. Oke Ekiti State University, Ado - Ekiti

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