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
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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