Cholera is a diarrhoeal disease that is caused by an intestinal bacterium, Vibrio cholerae. Recently an outbreak of cholera in Haiti brought public attention to this deadly disease. In this work, the goal of our differential equation model is to find an effective optimal vaccination strategy to minimize the disease related mortality and to reduce the associated costs. The effect of seasonality in pathogen transmission on vaccination strategies was investigated under several types of disease scenarios, including an endemic case and a new outbreak case. This model is an extension of a general water-borne pathogen model. This work involves the optimal control problem formulation, analysis and numerical simulations.
What optimal vaccination strategies should be used during a cholera outbreak? The effect of seasonality in pathogen transmission on vaccination strategies was investigated under several types of disease scenarios, including an endemic case and a new outbreak case. The model is an extension of a general water-borne pathogen model. This work involves optimal control problem formulation, analysis and numerical simulations.
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Urmi Ghosh-Dastidar and Suzanne Lenhart worked on optimal vaccination strategies in an epidemic model of cholera. Both authors acknowledge support from the National Institute for Mathematical and Biological Synthesis (NIMBioS), sponsored by the National Science Foundation Award EF-0832858.
The corresponding author for the paper in the Journal of Biological Systems is Urmi Ghosh-Dastidar, ughosh-dastidar@citytech.cuny.edu. The paper can be found at http://www.worldscientific.com/doi/abs/10.1142/S0218339015500175.
Journal
TECHNOLOGY