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

Authors

  • Dr. M.O. Oke

  • Dr. A.A. Obayomi

Keywords:

Stability, Equilibrium points, Ecosystem, Population density

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.

How to Cite

Dr. M.O. Oke, & Dr. A.A. Obayomi. (2015). 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. Global Journal of Science Frontier Research, 15(F6), 27–35. Retrieved from https://journalofscience.org/index.php/GJSFR/article/view/1627

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

Published

2015-03-15