A Fractional-Order Leslie-Gower Model with Fear and Allee Effect

In this manuscript, we investigate the dynamics behavior of a fractional-order Leslie-Gower model by considering fear effect in prey and Allee predators. Firstly, all possible equilibrium points are analyzed identifying conditions their existence local stability. Here, find four points, where two stable unstable points. Furthermore, also stability changing caused Hopf bifurcation when order derivative changes. Finally, perform several simulations to support our analysis results.