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Dynamics of a soil-dwelling parasite and its insect host.

机译:居住在土壤中的寄生虫及其昆虫宿主的动力学。

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摘要

Entomopathogenic nematodes (EPNs) are potent soil-dwelling parasites of insects that can have profound effects on a landscape. Causing high rates of mortality in their herbivorous host, EPNs can prevent the destruction of plants in both natural and agricultural environs. To better understand the nature of EPNs and to gain insights into general ecological phenomena, I present a series of models of these important soil microparasites and their insect hosts.; I begin with a deterministic model of the seasonal dynamics of EPNs and their hosts. The model predicts large amplitude period two population cycles of nematodes, independent of inter-annual feedback in host population numbers. The low population density at the bottom of these cycles puts forth the need for a second model that incorporates demographic stochasticity. Thus a second chapter presents a nonlinear stochastic model of host and parasite. I find approximations for the probability of extinction of the parasite. At low initial density, extinction occurs because the parasites fail to infect any host and the model reduces to a linear stochastic process. At high initial densities the parasite drives its host extinct and the model is well approximated by a non-linear deterministic one. The final chapter shows that nematode migration between spatially segregated populations reduces the risk of extinction.
机译:昆虫病原线虫(EPN)是昆虫在土壤中的强力寄生虫,可对景观产生深远影响。 EPNs在草食寄主中造成很高的死亡率,因此可以防止自然和农业环境中植物的破坏。为了更好地了解EPNs的性质并深入了解一般的生态现象,我提出了这些重要的土壤微寄生物及其昆虫寄主的一系列模型。我从EPN及其宿主的季节动态的确定性模型开始。该模型预测了线虫的两个种群周期的大振幅周期,与宿主种群数量的年际反馈无关。在这些周期底部的低人口密度提出了对第二种结合人口统计随机性的模型的需求。因此,第二章提出了宿主和寄生虫的非线性随机模型。我发现了寄生虫灭绝的概率的近似值。在低初始密度下,灭绝会发生,因为寄生虫无法感染任何宿主,并且模型简化为线性随机过程。在高初始密度下,寄生虫驱使宿主灭绝,并且该模型可以通过非线性确定性模型很好地近似。最后一章表明,线虫在空间上隔离的种群之间的迁移减少了灭绝的风险。

著录项

  • 作者

    Dugaw, Christopher James.;

  • 作者单位

    University of California, Davis.;

  • 授予单位 University of California, Davis.;
  • 学科 Mathematics.; Biology Ecology.
  • 学位 Ph.D.
  • 年度 2003
  • 页码 51 p.
  • 总页数 51
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 数学;生态学(生物生态学);
  • 关键词

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