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math.DS2020
Growth on multiple interactive-essential resources in a self-cycling fermentor: An impulsive differential equations approach
Tyler Meadows, Gail S. K. Wolkowicz
We introduce a model of the growth of a single microorganism in a self-cycling fermentor in which an arbitrary number of resources are limiting, and impulses are triggered when the…
math.DS2018
Growth on Two Limiting Essential Resources in a Self-Cycling Fermentor
Ting-Hao Hsu, Tyler Meadows, Lin Wang +1
A system of impulsive differential equations with state-dependent impulses is used to model the growth of a single population on two limiting essential resources in a self-cycling…