Braza Peter A
Department of Mathematics and Statistics, University of North Florida, 1 UNF Drive, Jacksonville, FL 32224-2664, USA.
Math Biosci Eng. 2008 Jan;5(1):61-73. doi: 10.3934/mbe.2008.5.61.
A two-predator, one-prey model in which one predator interferes significantly with the other predator is analyzed. The dominant predator is harvested and the other predator has an alternative food source. The response functions used are Holling type II and they are predator-dependent and include the effects of interference. The analysis centers on bifurcation diagrams for various levels of interference in which the harvesting is the primary bifurcation parameter. There are different attractors for the high-interference and no-interference cases and these are discussed within an ecological context.
分析了一个具有两种捕食者和一种猎物的模型,其中一种捕食者对另一种捕食者有显著干扰。对优势捕食者进行捕捞,另一种捕食者有替代食物来源。所使用的响应函数为Holling II型,它们依赖于捕食者并包括干扰效应。分析集中在以捕捞为主要分岔参数的不同干扰水平的分岔图上。高干扰和无干扰情况下存在不同的吸引子,并在生态背景下进行了讨论。