Mathematical Model Analysis of The Spread of Typhoid Fever with Carriers and Bacteria

Diah Anggeraini Hasri1

1

Publication Date: 2021/01/09

Abstract: Typhoid fever is a disease that spreads through food or water that has been contaminated by bacteria. This study aims to establish mathematical models of the spread of Typhoid Fever disease and analyze the stability of disease-free equilibrium points. Based on the nextgeneration matrix method obtained a global asymptotic stable equilibrium point if it has a base reproductive number of less than one. If it is the other way around, then the disease will spread

Keywords: Typhoid Fever, Basic Reproductive Numbers, Disease-Free Equilibrium Point, Stability.

DOI: No DOI Available

PDF: https://ijirst.demo4.arinfotech.co/assets/upload/files/IJISRT20DEC656.pdf

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