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Predator-prey dynamics: The interaction among intraspecific competition, predator avoidance, and spatial distributions

Posted on:2007-11-09Degree:Ph.DType:Dissertation
University:Duke UniversityCandidate:Nelson, Jennifer AnnFull Text:PDF
GTID:1440390005468030Subject:Biology
Abstract/Summary:
Prey interact not only with their predators, but also conspecifics, and must balance the conflicting need of gathering resources and avoiding predation. In this study, I examine the effect of spatial dynamics, predation, and intraspecific competition on predator-prey population dynamics using ordinary, partial, and integro-differential equation models. Specifically, the Rosenzweig-MacArthur predator-prey model is modified to examine the effect that differences between the two species' spatial distributions have on coexistence of predators and prey and the short-term effects of predation on prey aggregations.;In the second chapter, I examine how the number of individual predators or prey in an interaction site alters long-term population dynamics. Two alternative predator situations are studied: predators either allow other individual predators into or exclude them from their foraging area. The per-predator attack rate decreases due to interference interactions in the Poisson-predator model, when predators tolerate additional individuals in a foraging site. When a predators' foraging site covers multiple prey sites, the Territory model results in regions of bistability, wherein the long-term dynamics are determined by initial densities. These bistable regions are not found in the Rosenzweig-MacArthur model or other models of interference. However, the Poisson-predator and Territory models have similarities in stability patterns, indicating a relationship between predator interference interactions and density-dependent predator growth.;In the final chapters, I examine the dynamics of an attractant-mediated prey-grouping model. The third chapter explores the effect of model details by comparing the predicted long-term dynamics of different diffusion model approximations of the integro-differential model. I find that keeping more terms in the approximation increases overall stability. In the fourth chapter, I explore the effects of predation on an attractant-mediated prey grouping system, focusing on the effect of predation on transient aggregations. When prey exhibit intermediate sensitivity to attractant, aggregations form sooner, and last longer than at low sensitivity; however, high sensitivity results in prey reaching spatially homogeneous equilibrium sooner. When predation is considered, the predator-prey population dynamics dominate; however, prey sensitivity affects the length of time between prey cycles.
Keywords/Search Tags:Prey, Predator, Dynamics, Predation, Spatial, Model, Sensitivity
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