4.8 Article

Comparing metapopulation dynamics of infectious diseases under different models of human movement

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NATL ACAD SCIENCES
DOI: 10.1073/pnas.2007488118

关键词

mathematical epidemiology; infectious disease modeling; human population movement; malaria

资金

  1. Bill & Melinda Gates Foundation [OPP1110495]

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Newly available datasets offer opportunities to investigate the role of human population movement in the spread of infectious diseases globally, but leveraging the data to parameterize movement models and understanding their impact on disease outcomes remains a question. Adaptations of infectious disease models with different movement models show significant impact on epidemiological outcomes, highlighting the importance of choosing an appropriate movement model in disease modeling.
Newly available datasets present exciting opportunities to investigate how human population movement contributes to the spread of infectious diseases across large geographical distances. It is now possible to construct realistic models of infectious disease dynamics for the purposes of understanding global-scale epidemics. Nevertheless, a remaining unanswered question is how best to leverage the new data to parameterize models of movement, and whether one's choice of movement model impacts modeled disease outcomes. We adapt three well-studied models of infectious disease dynamics, the susceptible-infected-recovered model, the susceptible-infected-susceptible model, and the Ross-Macdonald model, to incorporate either of two candidate movement models. We describe the effect that the choice of movement model has on each disease model's results, finding that in all cases, there are parameter regimes where choosing one movement model instead of another has a profound impact on epidemiological outcomes. We further demonstrate the importance of choosing an appropriate movement model using the applied case of malaria transmission and importation on Bioko Island, Equatorial Guinea, finding that one model produces intelligible predictions of R-0, whereas the other produces nonsensical results.

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