Abstract
In this paper, we expand upon the exploration of a recent discrete Lotka-Volterra model, transitioning to a discrete three-dimensional community model. Our primary objective is to scrutinize the asymptotic behaviors of the equilibrium points, investigate their global characteristics, and evaluate the rate of convergence of potential solutions towards these points. Additionally, we bolster our theoretical insights with impactful numerical demonstrations, thereby reinforcing the reliability of our conclusions.
-
Kapsamı
Uluslararası
-
Type
Hakemli
-
Index info
WOS.SCI
-
Language
English
-
Article Type
None
-
Keywords
Dynamical Systems Discrete community model Rate of convergence Dynamics behavior