Research Article

Investigating the Dynamics of Single and Dual Infection of Schistosoma Species: A Mathematical Modeling Perspective

Authors

  • Ferdinard Obeng-Forson Department of Mathematics, University of Ghana, Legon, Accra, Greater Accra, Ghana https://orcid.org/0009-0005-6795-8437
  • Francis Agana Department of Industrial Mathematics, C.K. Tedam University of Technology and Applied Sciences, Navrongo, Upper East Region, Ghana
  • William Ohene-Ayeh Department of Industrial Mathematics, C.K. Tedam University of Technology and Applied Sciences, Navrongo, Upper East Region, Ghana

Abstract

Schistosomiasis is a prevalent parasitic disease that poses significant challenges to effective control measures, particularly in the presence of dual infections. This paper presents a study that aims to investigate the underlying mechanisms of schistosomiasis transmission through mathematical modeling, focusing on the dynamics of both single and dual infections, as well as the interaction between different species or strains of Schistosoma parasites. Sensitivity analysis of the basic reproduction number, , reveals the substantial influence of parameters such as  and  on disease transmission. The findings highlight the crucial need for comprehensive management strategies that address the complexities of dual infections and target influential parameters to effectively reduce disease transmission and mitigate the impact of schistosomiasis in endemic areas.

 

Article information

Journal

Journal of Mathematics and Statistics Studies

Volume (Issue)

4 (3)

Pages

18-28

Published

2023-08-09

How to Cite

Obeng-Forson, F., Agana, F., & Ohene-Ayeh, W. (2023). Investigating the Dynamics of Single and Dual Infection of Schistosoma Species: A Mathematical Modeling Perspective. Journal of Mathematics and Statistics Studies, 4(3), 18–28. https://doi.org/10.32996/jmss.2023.4.3.3

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Keywords:

Schistosomiasis, Schistosoma Mansoni, Schistosoma Haematobium, Dual Infection, Single Infection