We present a Boltzmann equation for mixtures of three species of particles reducing to the Kermack-McKendrick (SIR) equations for the time-evolution of the density of infected agents in an isolated population. The kinetic model is potentially more detailed and might provide information on space mixing of the agents.
A kinetic model for epidemic spread / Pulvirenti, Mario; Simonella, Sergio. - In: MATHEMATICS AND MECHANICS OF COMPLEX SYSTEMS. - ISSN 2326-7186. - (2020). [10.2140/memocs.2020.8.249]
A kinetic model for epidemic spread
Mario Pulvirenti;Sergio Simonella
2020
Abstract
We present a Boltzmann equation for mixtures of three species of particles reducing to the Kermack-McKendrick (SIR) equations for the time-evolution of the density of infected agents in an isolated population. The kinetic model is potentially more detailed and might provide information on space mixing of the agents.File allegati a questo prodotto
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