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Allee effects in a discrete-time host-parasitoid model

机译:离散时间宿主-拟寄生物模型中的Allee效应

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摘要

A discrete-time Beverton-Holt stock recruitment model with Allee effects is proposed and Studied. Its asymptotic dynamics arc then used to investigate a host-parasitoid model with Allee effects occurring in the host population. There exists a population threshold of which initial host population abundance must exceed so that the host population may persist. Both Populations are more likely to become extinct when Allee effects are incorporated into this host-parasitoid interaction.
机译:提出并研究了具有Allee效应的离散时间Beverton-Holt股票募集模型。然后,使用其渐近动力学研究宿主寄生虫模型,并在宿主群体中发生Allee效应。存在一个人口阈值,该阈值必须超过其初始寄主人口数量才能使寄主人口持续存在。当将Allee效应纳入宿主-寄生虫的相互作用时,这两个种群都更可能灭绝。

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