A MATHEMATICAL MODEL OF THE TRANSMISSION DYNAMICS OF TYPHOID FEVER AND ITS CONTROL

This research focuses on developing and analyzing a mathematical model that describes the transmission dynamics of typhoid fever and evaluates effective strategies for its control. The study formulates a system of differential equations representing interactions between susceptible, infected, and recovered populations, incorporating environmental and behavioral factors that influence disease spread. The model is a general one that describes the dynamics of the Typhoid fever. This model is qualitatively analyzed to determine conditions for eradication of the disease. This research consists of a title page, approval page, certification, abstract, Chapters One to Five (from introduction to conclusion), and references.