How contact patterns destabilize and modulate epidemic outbreaks

The spread of a contagious disease clearly depends on when infected individuals come into contact with susceptible ones. Such effects, however, have remained largely unexplored in the study of epidemic outbreaks. In particular, it remains unclear how the timing of contacts interacts with the latent...

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Veröffentlicht in:New journal of physics 2023-05, Vol.25 (5), p.053033
Hauptverfasser: Zierenberg, Johannes, Paul Spitzner, F, Dehning, Jonas, Priesemann, Viola, Weigel, Martin, Wilczek, Michael
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container_issue 5
container_start_page 053033
container_title New journal of physics
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creator Zierenberg, Johannes
Paul Spitzner, F
Dehning, Jonas
Priesemann, Viola
Weigel, Martin
Wilczek, Michael
description The spread of a contagious disease clearly depends on when infected individuals come into contact with susceptible ones. Such effects, however, have remained largely unexplored in the study of epidemic outbreaks. In particular, it remains unclear how the timing of contacts interacts with the latent and infectious stages of the disease. Here, we use real-world physical proximity data to study this interaction and find that the temporal statistics of actual human contact patterns (i) destabilize epidemic outbreaks and (ii) modulate the basic reproduction number R0. We explain both observations by distinct aspects of the observed contact patterns. On the one hand, we find the destabilization of outbreaks to be caused by the temporal clustering of contacts leading to over-dispersed offspring distributions and increased probabilities of otherwise rare events (zero- and super-spreading). Notably, our analysis enables us to disentangle previously elusive sources of over-dispersion in empirical offspring distributions. On the other hand, we find the modulation of R0 to be caused by a periodically varying contact rate. Both mechanisms are a direct consequence of the memory in contact behavior, and we showcase a generative process that reproduces these non-Markovian statistics. Our results point to the importance of including non-Markovian contact timings into studies of epidemic outbreaks.
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subjects Clustering
Destabilization
Dispersion
Empirical analysis
epidemic outbreak
Epidemics
human contact patterns
latent period
non-Markovian dynamics
Outbreaks
Physics
title How contact patterns destabilize and modulate epidemic outbreaks
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