Numerical simulations of bi-pathogen reaction-diffusion models on multiplex networks show that hotspot growth depends on extreme parameter choices and that infected-mobility restrictions are the most effective early containment.
Spatial Super-Infection and Co-Infection Dynamics in Networks
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abstract
Understanding interactions between the spread of multiple pathogens during an epidemic is crucial to assessing the severity of infections in human communities. In this paper, we introduce two new Multiplex Bi-Virus Reaction-Diffusion models (MBRD) on multiplex metapopulation networks: the super-infection model (MBRD-SI) and the co-infection model (MBRD-CI). These frameworks capture two-pathogen dynamics with spatial diffusion and cross-diffusion, allowing the prediction of infection clustering and large-scale spatial distributions. We establish conditions for Turing and Turing-Hopf instabilities in both models and provide experimental evidence of epidemic pattern formation. Beyond epidemiology, we discuss applications of the MBRD framework to information propagation, malware diffusion, and urban transportation networks.
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Dynamics of Infection Spread and Hotspot Growth in Bi-Pathogen Networks
Numerical simulations of bi-pathogen reaction-diffusion models on multiplex networks show that hotspot growth depends on extreme parameter choices and that infected-mobility restrictions are the most effective early containment.