A mathematical model for malaria a case study some selected health centers in Jinja District of Uganda
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Date
2018-10
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Publisher
Kampala International University ,College of Education
Abstract
In this research work, a deterministic mathematical mode for malaria transmission was
developed and analyzed. The model consists of seven ordinary differential equations with two
sub-populations. The human subpopulation consists of the susceptible, exposed, infected human
compartments while the mosquito sub-population consists of the susceptible, exposed and
infected mosquito compartments. The disease free and endemic equilibrium were obtained and
analyzed for stability. Further, the basic reproductive number of the model was obtained.
Description
Research report submitted to the faculty of education, open and distance e- learning in partial fulfilment of the requirements for the award of a bachelor of science with education of Kampala International University
Keywords
A mathematical model, Malaria