Inhomogeneities in Boltzmann-SIR models
Alessandro Ciallella, Mario Pulvirenti, Sergio Simonella
TL;DR
This paper uses numerical simulations to explore the qualitative behavior of a Boltzmann equation model involving three particle species, aiming to understand features of epidemic spread.
Contribution
It introduces a Boltzmann equation model with three species to analyze epidemic dynamics, extending previous work with new simulation insights.
Findings
Identifies key qualitative behaviors of the model
Demonstrates the impact of inhomogeneities on epidemic spread
Provides numerical evidence for model properties
Abstract
We investigate, by means of numerical simulations, the qualitative properties of a Boltzmann equation for three species of particles introduced in previous work, capturing some features of epidemic spread.
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