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This content will become publicly available on January 1, 2026

Title: Equilibrium properties of a coupled contagion model of mosquito-borne disease and mosquito preventive behaviors
Although different strategies for mosquito-borne disease prevention can vary significantly in their efficacy and scale of implementation, they all require that individuals comply with their use. Despite this, human behavior is rarely considered in mathematical models of mosquito-borne diseases. Here, we sought to address that gap by establishing general expectations for how different behavioral stimuli and forms of mosquito prevention shape the equilibrium prevalence of disease. To accomplish this, we developed a coupled contagion model tailored to the epidemiology of dengue and preventive behaviors relevant to it. Under our model's parameterization, we found that mosquito biting was the most important driver of behavior uptake. In contrast, encounters with individuals experiencing disease or engaging in preventive behaviors themselves had a smaller influence on behavior uptake. The relative influence of these three stimuli reflected the relative frequency with which individuals encountered them. We also found that two distinct forms of mosquito prevention—namely, personal protection and mosquito density reduction—mediated different influences of behavior on equilibrium disease prevalence. Our results highlight that unique features of coupled contagion models can arise in disease systems with distinct biological features.  more » « less
Award ID(s):
2327814
PAR ID:
10629094
Author(s) / Creator(s):
; ;
Corporate Creator(s):
;
Publisher / Repository:
AIMS Press
Date Published:
Journal Name:
Mathematical Biosciences and Engineering
Volume:
22
Issue:
8
ISSN:
1551-0018
Page Range / eLocation ID:
1875 to 1897
Format(s):
Medium: X
Sponsoring Org:
National Science Foundation
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