A mathematical model of \textit{Culex} population abundance and the impact of vector control interventions in a patchy environment
Suman Bhowmick, Patrick Irwin, Kristina Lopez, Megan Lindsay Fritz, Rebecca Lee Smith

TL;DR
This study presents a spatially explicit mathematical model of Culex mosquito populations, incorporating weather, control strategies, and dispersal, to optimize vector management in patchy environments like Cook County, Illinois.
Contribution
It introduces a multi-patch ODE model integrating weather, mosquito dispersal, and control interventions, highlighting the importance of spatial connectivity in vector control effectiveness.
Findings
Ignoring spatial connectivity can overestimate intervention impact.
Dispersal influences the success of control strategies.
Optimal timing and spatial targeting improve mosquito management.
Abstract
Recent mosquito-borne outbreaks have revealed vulnerabilities in our abatement programmes, raising concerns about how abatement-districts should choose optimal future control strategies. Spatial dissemination of vector-borne disease is strongly shaped by the movement of both hosts and mosquitoes, creating substantial overlap between vector activity and pathogen spread. We developed a mathematical model for Culex mosquito dynamics in a patchy landscape, integrating entomological observations, weather-driven factors, and the vector control practices of the Northwest Mosquito Abatement District (NWMAD) in Cook County, Illinois. By coupling a temperature-driven multi-patch ODE model with NWMAD's adulticide and larvicide interventions, we investigated how spatial heterogeneity and control timing influence mosquito abundance. We also evaluated how mosquito dispersal modifies intervention…
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Taxonomy
TopicsMosquito-borne diseases and control · Mathematical and Theoretical Epidemiology and Ecology Models · COVID-19 epidemiological studies
