Approximation of the change point of local stability in a one-prey two-predators system using the bisection method

Authors : M. P. S. Hattamurrahman; L. Awalushaumi; Marwan Marwan
article cite 0 Year 2022
source: AIP conference proceedings
Abstract

In this article we consider a one-prey two-predators system with square root response function and the prey harvest factor. By varying some parameter values of the system, we found that is local stability could change. We propose an adapted bisection method to approximate the point where local stability change. In addition, all three populations of the system could be coexisted within a certain time.


Concepts :
Mathematical and Theoretical Epidemiology and Ecology Models
Nonlinear Dynamics and Pattern Formation
Mathematical Biology Tumor Growth
article cite 0 Year 2022 source AIP conference proceedings
Access to Document
10.1063/5.0115277
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Life in Land
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