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An analogue of the break-even concentration of a chemostat model in a stochastic environment
Chunjuan Zhu * #
Colleage of mathematics and statistics, Shaoguan university, Shaoguan 512005
*Correspondence author
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Funding: 韶关科技计划项目（No.2014CX/K231）
Opened online:24 February 2016
Accepted by: none
Citation: Chunjuan Zhu.An analogue of the break-even concentration of a chemostat model in a stochastic environment[OL]. [24 February 2016] http://en.paper.edu.cn/en_releasepaper/content/4678362
 
 
In this paper, we get the analogue which is identified as the break-even concentration of the stochastic chemostat mode. If the analogue is bigger than the input concentration of the nutrient, the microorganism is extinct in the chemostat; if the analogue is less than the input concentration of the nutrient, the microorganism is persistent in the chemostat. If the noise of microorganism is big enough, the microorganism is always extinct irrespectively the noise.
Keywords:Stochastic chemostat model; Break-even concentration; Extinction; Persistence.
 
 
 

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