On the existence of positive periodic solution of a amensalism model with Holling II functional response
Abstract
Sufficient conditions are obtained for the existence of positive periodic solution of the following discrete amensalism model with Holling II functional response
where $\{b_{i}(k)\}, i=1, 2, \{c_1(k)\}\{e_1(k)\}, \{f_1(k)\}$ are all positive $\omega$-periodic sequences, $\omega $ is a fixed positive integer, $\{a_{i}(k)\}$ are $\omega$-periodic sequences, which satisfies \overline{a}_i=\frac{1}{\omega}\sum\limits_{k=0}^{\omega-1}a_i(k)>0, i=1,2$.
Commun. Math. Biol. Neurosci.
ISSN 2052-2541
Editorial Office: office@scik.org
Copyright ©2025 CMBN