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Mathematical Modeling of Intraguild Predation and its Dynamics in Ecology.

机译:公会内捕食的数学模型及其生态动力学。

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摘要

A functioning food web is the basis of a functioning community and ecosystem. Thus, it is important to understand the dynamics that control species behaviors and interactions. Alterations to the fundamental dynamics can prove detrimental to the future success of our environment. Research and analysis focus on the global dynamics involved in intraguild predation (IGP), a three species subsystem involving both competition and predation.;A mathematical model is derived using differential equations based on pre-existing models to accurately predict species behavior. Analyses provide sufficient conditions for species persistence and extinction that can be used to explain global dynamics. Dynamics are compared for two separate models, one involving a specialist predator and the second involving a generalist predator, where systems involving a specialist predator are prone to unstable dynamics. Analyses have implications in biological conservation tactics including various methods of prevention and preservation. Simulations are used to compare dynamics between models involving continuous time and those involving discrete time. Furthermore, we derive a semi-discrete model that utilizes both continuous and discrete time series dynamics. Simulations imply that Holling's Type III functional response controls the potential for three species persistence.;Complicated dynamics govern the IGP subsystem involving the white-footed mouse, gypsy moth, and oak, and they ultimately cause the synchronized defoliation of forests across the Northeastern United States. Acorn mast seasons occur every 4-5 years, and they occur simultaneously across a vast geographic region due to universal cues. Research confirms that synchronization can be transferred across trophic levels to explain how this IGP system ultimately leads to gypsy moth outbreaks. Geographically referenced data is used to track and slow the spread of gypsy moths further into the United States. Geographic Information Systems (GIS) are used to create visual, readily accessible, displays of trap records, defoliation frequency, and susceptible forest stands.;Mathematical models can be used to explain both changes in population densities and geographic movement. Analyses utilizing GIS softwares offer a different, but promising, way of approaching the vast topic of conservation biology. Simulations and maps are produced that can predict the effects of conservation efforts.
机译:运转良好的食物网是运转正常的社区和生态系统的基础。因此,重要的是要了解控制物种行为和相互作用的动力学。改变基本动力可能会损害我们环境的未来成功。研究和分析的重点是公会内捕食(IGP)所涉及的全球动力学,公会内捕食涉及竞争和捕食,这是一个三物种子系统。分析为物种的持久性和灭绝提供了充分的条件,可用于解释全球动态。比较了两个单独模型的动力学,其中一个模型涉及一个专业捕食者,而第二个模型涉及一个通才捕食者,其中涉及专家捕食者的系统容易产生不稳定的动力学。分析对包括各种预防和保存方法在内的生物保护策略有影响。仿真用于比较涉及连续时间的模型和涉及离散时间的模型之间的动力学。此外,我们导出了一个利用离散和连续时间序列动力学的半离散模型。模拟表明Holling的III类功能响应控制着三种物种持续存在的可能性;复杂的动力学控制着IGP子系统,涉及白脚老鼠,吉普赛蛾和橡树,最终导致美国东北部森林同步落叶。 。橡子桅杆季节每4-5年发生一次,由于普遍提示,它们在广阔的地理区域同时发生。研究证实,同步性可以在营养级之间传递,以解释该IGP系统最终如何导致吉普赛蛾的爆发。地理参考数据用于跟踪和减缓吉普赛蛾进一步扩散到美国的速度。地理信息系统(GIS)用于创建可视的,易于访问的陷阱记录,落叶频率和易感林分的显示。数学模型可用于解释人口密度和地理移动的变化。利用GIS软件进行的分析提供了一种不同但有希望的方法来处理保护生物学的广泛主题。产生的模拟和地图可以预测保护工作的效果。

著录项

  • 作者

    Wedekin, Lauren.;

  • 作者单位

    Arizona State University.;

  • 授予单位 Arizona State University.;
  • 学科 Biology Ecology.;Applied Mathematics.;Biology Conservation.
  • 学位 M.S.
  • 年度 2012
  • 页码 101 p.
  • 总页数 101
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:43:10

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