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Dynamics of a Prey, Predator and Competitor Model

A.V. Paparao, K. Lakshmi Narayan


The aim of the present is to investigate the stability analysis of a prey, predator and a competitor model. The mathematical model is represented by the system of non linear ordinary differential equations. Eight possible equilibrium points are identified. Local and global stability analysis is carried out at co existing state. The numerical simulation is carried out in support of stability analysis using MAT LAB simulation.


Prey, Predator, Competitor, Equilibrium points, Local stability, Global stability.

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