Canonical solutions and almost periodicity in a discrete logistic equation

摘要

Sufficient conditions are obtained for the existence of a globally attractive positive, almost periodic solution of a discrete system of the formx(n+1)=α(n)x(n)1+β(n)x(n)where {α(n)} and {β(n)} denote almost periodic nonnegative sequences. The analysis generalises the results corresponding to the periodic case of the discrete system.