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EXPLORING THE MATHEMATICAL MODEL OF DRUG-RESISTANT MALARIA AND TYPHOID FEVER CO-INFECTION

📘 Volume 10 📄 Issue 6 📅 june 2025

👤 Authors

Amarachukwu I.O. Ofomata , M.C Obi , N.O Iheonu , N.N Araka , A Omame , C.O Agwu 1
1. 1,2,3,4,5,6 Department of Mathematics, Federal University of Technology Owerri, Nigeria, Mathematics, 5 Department of Mathematics and Statistics,.York University, Toronto, Ontario, Canada.

📄 Abstract

Antimalarial drug resistance has become one of the biggest threats to efforts employed in the tackle and control of malaria in endemic countries. This study presents and analyzes a new deterministic model for the co-infection of drug-resistant malaria and typhoid fever transmission dynamics. The model includes new compartments for individuals dually infected with drug resistant malaria and typhoid fever and allows for disease transmission by those individuals. The model is observed to exhibit the phenomenon of backward bifurcation when the associated reproduction number is less than unity, R0 < 1.

🏷️ Keywords

Backward bifurcation Drug resistant malaria Typhoid fever Co-infection 2020 Mathematics Subject Classification: 34C60 92C42 92D30 92D25 93A30

🔗 DOI

View DOI - (https://doi.org/10.36713/epra22763)

📚 How to Cite:

Amarachukwu I.O. Ofomata , M.C Obi , N.O Iheonu , N.N Araka , A Omame , C.O Agwu , EXPLORING THE MATHEMATICAL MODEL OF DRUG-RESISTANT MALARIA AND TYPHOID FEVER CO-INFECTION , Volume 10 , Issue 6, june 2025, EPRA International Journal of Research & Development (IJRD) , DOI: https://doi.org/10.36713/epra22763

🔗 PDF URL

https://cdn.eprapublishing.org/article/202506-02-022763.pdf

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