Mathematical Analyses On The Effects Of Control Measures For A Waterborne Disease Model With Socioeconomic Conditions

JOURNAL OF COMPUTATIONAL BIOLOGY(2021)

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摘要
Waterborne diseases are present major health problems to humanity especially in rural communities where many individuals belong to the lower socioeconomic classes (SECs). The impacts of introducing waterborne disease control measures for such communities are investigated by considering a waterborne disease model. The model is extended by introducing treatment of infected individuals and water purification as control measures. The possible benefits of considering these control measures for the various SECs are investigated. Further analyses show how different degrees of control impact the rate at which waterborne diseases are spread across SECs. The disease control model is validated by using it to study the cholera outbreak in Haiti.
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关键词
disease dynamics, dynamical system, mathematical biology
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