The dynamics of infectious diseases is described by means of mathematical models relying upon the Lotka-Volterra “prey-predator” interaction. The qualitative predictions of two simple models, based on the same fundamental interaction and developed for a fixed-sized community, are analyzed.
Mathematical description of infectiuos disease dynamics
DE LUCA, Roberto
2012-01-01
Abstract
The dynamics of infectious diseases is described by means of mathematical models relying upon the Lotka-Volterra “prey-predator” interaction. The qualitative predictions of two simple models, based on the same fundamental interaction and developed for a fixed-sized community, are analyzed.File in questo prodotto:
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