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On the Dynamics of a Chemostat Model With Delayed Nutrient Recycling
P. Fergola, Lingli Jiang, Zengling Ma
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Abstract
This paper studies the dynamics of a chemostat model with n populations competing for one nutrient which can be recycled due to decomposition of dead biomass. Several kinds of results about local and global stability of non-negative equilibria, uniform persistence and control of populations are obtained.