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ISSN 2562-2854 (print)

ISSN 2562-2862 (online)

 

Dynamics of the Stochastic Chemostat Model with Monod-Haldane Response Function


This paper is devoted to the asymptotic dynamics of stochastic chemostat model with Monod-Haldane response function. We first prove the existence of random attractors by means of the conjugacy method and further construct a general condition for internal structure of the random attractor, implying extinction of the species even with small noise. Moreover, we show that the attractors of Wong-Zakai approximations converges to the attractor of the stochastic chemostat model in an appropriate sense.

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