1
Wollega University, Department of Mathematics, Ethiopia.
2
Wollega University, Department of Mathematics, Ethiopia
Abstract
In this study, a deterministic mathematical model was used to investigate the dynamics of typhoid disease by using different optimal control strategies. The qualitative behavior of the control profile revealed that prevention has a higher impact in minimizing the incidence of the disease. Finally it was shown that applying all the three control strategies rapidly minimizes typhoid disease from the population.
Wameko, M., Koya, P., & Wodajo, A. (2020). Mathematical Model for Transmission Dynamics of Typhoid Fever With Optimal Control Strategies. International Journal of Industrial Mathematics, 12(3), 283-296.
MLA
Mamo Wameko; Purnachandra Koya; Alemu Wodajo. "Mathematical Model for Transmission Dynamics of Typhoid Fever With Optimal Control Strategies". International Journal of Industrial Mathematics, 12, 3, 2020, 283-296.
HARVARD
Wameko, M., Koya, P., Wodajo, A. (2020). 'Mathematical Model for Transmission Dynamics of Typhoid Fever With Optimal Control Strategies', International Journal of Industrial Mathematics, 12(3), pp. 283-296.
VANCOUVER
Wameko, M., Koya, P., Wodajo, A. Mathematical Model for Transmission Dynamics of Typhoid Fever With Optimal Control Strategies. International Journal of Industrial Mathematics, 2020; 12(3): 283-296.
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