ON THE RATE OF CONVERGENCE OF SOLUTIONS FOR A SYSTEM OF DIFFERENCE EQUATIONS IN THE MODELING COMPETITIVE POPULATIONS
The aim of this paper is to investigate the rate of convergence of positive solutions that converge to the equilibrium point of the system of difference equations in the modeling competitive populations in the form
where the parameters r, s, p are positive numbers and the initial conditions are arbitrary non-negative numbers for
difference equation, global asymptotic stability, rate of convergence, positive solution.
