Abstract
Our aim in this paper is to investigate the boundedness, the extreme stability and the periodicity of positive solutions of the nonautonomous delay Pielou logistic equation where {a n } is a positive periodic sequence with period p and k is a non-negative integer. This is a continuation of the study initiated in Kocic, Stutson, and Arora [J. Differ. Equ. Appl., 10(13–15) (2004), pp. 1267–1279]. In the case when the above equation has a periodic solution, the explicit sufficient conditions for the boundedness, extreme stability and global attractivity of the periodic solution are obtained.
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