Population-level consequences of antipredator behavior: a metaphysiological model based on the functional ecology of the leaf-eared mouse.
We present a predator-prey metaphysiological model, based on the available behavioral and physiological information of the sigmodontine rodent Phyllotis darwini. The model is focused on the population-level consequences of the antipredator behavior, performed by the rodent population, which is assumed to be an inducible response of predation avoidance. The decrease in vulnerability is explicitly considered to have two associated costs: a decreasing foraging success and an increasing metabolic loss. The model analysis was carried out on a reduced form of the system by means of numerical and analytical tools. We evaluated the stability properties of equilibrium points in the phase plane, and carried out bifurcation analyses of rodent equilibrium density under varying conditions of three relevant parameters. The bifurcation parameters chosen represent predator avoidance effectiveness (A), foraging cost of antipredator behavior (C(1)'), and activity-metabolism cost (C(4)'). Our analysis suggests that the trade-offs involved in antipredator behavior plays a fundamental role in the stability properties of the system. Under conditions of high foraging cost, stability decreases as antipredator effectiveness increases. Under the complementary scenario (not considering the highest foraging costs), the equilibria are either stable when both costs are low, or unstable when both costs are higher, independent of antipredator effectiveness. No evidence of stabilizing effects of antipredator behavior was found.
Ramos-Jiliberto
Rodrigo
R
Centro de Estudios Avanzados en Ecología & Biodiversidad, Departamento de Ecología, P. Universidad Católica de Chile, Casilla 114-D, Santiago, Chile. rramos@bio.puc.cl
González-Olivares
Eduardo
E
Bozinovic
Francisco
F
D000818:Animals; D001522:Behavior, Animal; D002677:Chile; D004463:Ecology; D004734:Energy Metabolism; D005247:Feeding Behavior; D051379:Mice; D008954:Models, Biological; D011157:Population Dynamics; D011235:Predatory Behavior