A hierarchical network approach for modeling Rift Valley fever epidemics with applications in North America
Ling Xue, Lee W. Cohnstaedt, H. Morgan Scott, Caterina Scoglio

TL;DR
This paper presents a stochastic, network-based mathematical model to simulate Rift Valley fever spread in North American livestock, incorporating spatial, climate, and vector dynamics to assess outbreak risks and patterns.
Contribution
It introduces a novel hierarchical network model combining stochastic parameters and spatial factors for Rift Valley fever in North America, addressing data gaps on vectors.
Findings
Fewer initial infections can lead to longer delays before outbreaks.
The model shows rapid, widespread epidemics once thresholds are crossed.
Spatial and vector dynamics significantly influence disease spread patterns.
Abstract
Rift Valley fever is a vector-borne zoonotic disease which causes high morbidity and mortality in livestock. In the event Rift Valley fever virus is introduced to the United States or other non-endemic areas, understanding the potential patterns of spread and the areas at risk based on disease vectors and hosts will be vital for developing mitigation strategies. Presented here is a general network-based mathematical model of Rift Valley fever. Given a lack of empirical data on disease vector species and their vector competence, this discrete time epidemic model uses stochastic parameters following several PERT distributions to model the dynamic interactions between hosts and likely North American mosquito vectors in dispersed geographic areas. Spatial effects and climate factors are also addressed in the model. The model is applied to a large directed asymmetric network of 3,621 nodes…
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