ON ANALYSIS OF A MATHEMATICAL MODEL OF CHOLERA USING CAPUTO FRACTIONAL ORDER
ON ANALYSIS OF A MATHEMATICAL MODEL OF CHOLERA
Abstract
Cholera, a dangerous waterborne disease, disproportionately affect developing nations. This study employs a Caputo fractional order derivative cholera model to assess control strategies (immunization, therapy, water sanitation). Qualitative analysis validates the model, and the basic reproductive ratio is calculated to gauge control effectiveness.The results of the homotopy perturbation method, simulated using MAPLE, showed that a combined strategy of vaccines, treatment, and water sanitation can effectively eradicate the cholera virus. It is recommended that the insights from this study be utilized to guide decision-making and enhance public health outcomes.
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