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种内捕食系统中的入侵动态与捕食者诱导防御

Invasion Dynamics in an Intraguild Predation System with Predator-Induced Defense.

机构信息

Institute of Environmental Systems Research, School of Mathematics/Computer Science, Osnabrück University, Barbarastraße 12, 49076, Osnabrück, Germany.

出版信息

Bull Math Biol. 2019 Oct;81(10):3754-3777. doi: 10.1007/s11538-019-00655-4. Epub 2019 Aug 20.

Abstract

Intraguild predation systems describe food webs in which an omnivorous predator competes with an intermediate prey for a basal resource. The classical intraguild predation system with Holling type II predation terms has the limitation of not being able to reproduce coexistence between predators in resource-rich environments despite its ubiquity in ecological systems. In this study, adaptive predator-induced and fitness-dependent defense of the intermediate predator is included into the model. In contrast to previous studies, this is done without an artificial bounding term. Numerical bifurcation software is used to show that adaptive defense mechanisms can significantly enhance parameter regimes leading to coexistence. Two different adaptation parameters are distinguished and linked to adaptations under different environmental conditions. The results indicate that the form of the reactivity-accuracy trade-off depends on the state of the environment. Finally, it is shown that an impact of adaptivity on dispersal abilities can considerably change shape and speed of invasion waves on a one-dimensional domain, which is important as those are the main measurable variables when examining data from biological invasions. The results indicate that a locally perfectly adaptive system can be globally (transient) maladaptive.

摘要

种内捕食系统描述了这样一种食物网,其中杂食性捕食者与中间猎物竞争基础资源。尽管其在生态系统中普遍存在,但具有 II 型霍林捕食项的经典种内捕食系统存在一个局限性,即无法再现资源丰富环境中捕食者共存的现象。在本研究中,我们将中间猎物的适应性捕食者诱导和适应度相关防御纳入到模型中。与之前的研究不同,我们没有使用人为的边界项来完成这一点。数值分叉软件用于表明,适应性防御机制可以显著增强导致共存的参数范围。我们区分了两种不同的适应参数,并将其与不同环境条件下的适应联系起来。结果表明,反应-准确性权衡的形式取决于环境的状态。最后,结果表明,适应能力对扩散能力的影响可以极大地改变一维区域上入侵波的形状和速度,这很重要,因为在检查生物入侵数据时,这些是主要的可测量变量。结果表明,局部完全适应系统可能在全局(暂态)上是不适宜的。

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