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Stochastic modified Beverton-Holt model with Allee effect II: the Cushing-Henson conjecture
Journal article   Peer reviewed

Stochastic modified Beverton-Holt model with Allee effect II: the Cushing-Henson conjecture

Laila Assas, Brian Dennis, Saber Elaydi, Eddy Kwessi and George Livadiotis
Journal of difference equations and applications, Vol.22(2), pp.164-176
01/02/2016
DOI: https://doi.org/10.1080/10236198.2015.1075521

Abstract

Allee effect asymptotic stability attenuance Markov operator resonance stochastic
We consider a single-species stochastic modified Beverton-Holt model with Allee effects caused by predator saturation. We prove that, under some conditions on the parameters, there exists a Markov operator that is asymptotically stable. A stochastic version of the Cushing-Henson conjecture on attenuance and resonance is investigated.

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