University of Miami
In this talk we use reaction-diffusion models to examine the impact of spatial heterogeneity on the coexistence of two competing species simultaneously inhabiting a bounded isolated habitat patch. Specifically, we are interested in the issue of when and how incorporating spatial variation in one or more coefficients in the model equations can lead to a prediction of coexistence in a model which fails to predict coexistence in the absence of the spatial variation. We employ elements of persistence theory, singular perturbation theory and eigenvalue analysis in our study.
Please join us for refreshments before the lecture at 2:30p.m. in room 353 Jabara Hall.
[ Spring 2002]