Document Type
Post-Print
Publication Date
4-2007
Abstract
We establish the basic theory of almost periodic sequences on Ζ+. Dichotomy techniques are then utilized to find sufficient conditions for the existence of a globally attracting almost periodic solution of a semilinear system of difference equations. These existence results are, subsequently, applied to discretely reproducing populations with and without overlapping generations. Furthermore, we access evidence for attenuance and resonance in almost periodically forced population models.
Identifier
10.1080/10236190601079035
Publisher
Taylor & Francis
Repository Citation
Diagana, T., Elaydi, S., & Yakubu, A-A. (2007). Population models in almost periodic environments. Journal of Difference Equations and Applications, 13(4), 239-260. doi:10.1080/10236190601079035
Publication Information
Journal of Difference Equations and Applications