Back

The illusion of personal health decisions for infectious disease management: disease spread in social contact networks

Michalska-Smith, M.; Enns, E.; White, L. A.; Gilbertson, M. L.; Craft, M. E.

2023-01-03 epidemiology
10.1101/2023.01.01.22284075 medRxiv
Show abstract

Close contacts between individuals provide opportunities for the transmission of diseases, including COVID-19. Individuals take part in many different types of interactions, including those with classmates, co-workers, and household members; the conglomeration of all of these interactions produces a complex social contact network interconnecting individuals across the population. Thus, while an individual might decide their own risk tolerance in response to a threat of infection, the consequences of such decisions are rarely so confined, propagating far beyond any one person. We asses the effect of different population-level risk-tolerance regimes, population structure in the form of age and household-size distributions, and different types of interactions on epidemic spread in plausible human contact networks to gain insight into how contact network structure affects pathogen spread through a population. In particular, we find that changes in behaviour of vulnerable individuals in isolation is insufficient to reduce those individuals infection risk, that population structure can have varied and counter-acting effects on epidemic outcomes, and that, in general, interactions among co-workers have a greater contribution to disease spread than do interactions among children at school. Taken together, these results promote a nuanced understanding of disease spread on contact networks, with implications for public health strategies.

Matching journals

The top 3 journals account for 50% of the predicted probability mass.

50% of probability mass above

"Similar papers" are the closest papers from that journal in the model's embedding space. They show what the match is built on, but the ranking comes mostly from a classifier over the whole training set, not from these examples alone.