Co-Existing Point of Equilibrium in Discretization of Fractional-Order Prey and Predator Model

In this work, a discretization process of fractional-order prey and predator model is discussed. The aim work to describe the population phenomenon which contains predator. research, by Ghosh et al. (2017) used. has an unique form because it refuge additional food order give more details on population, then modified into fractional discretized. three points equilibrium one them named co-existing point equilibrium. numerical simulation used perform stability. controlled using mathematical programming language. It resulted that tends be stable or converge if small value (time step) selected. Otherwise, larger selected, oscillatory appeared means become unstable diverge.