Evaluation and control estimation strategy for three acting play diseases with six control variables

In this article, we prolate, the coinfection mathematical model for the implication of optimal control. Here the model (Tahir, 0004) AIDS/HIV/TB is extended for an optimal control purpose, and for sensitivity analysis of the dominant parameters involved in infection. For this purpose, initially, we...

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Bibliographic Details
Published in:Cogent mathematics & statistics 2020-01, Vol.7 (1), p.1805871
Main Authors: Tahir, Muhammad, Zaman, Gul, Shah, Syed Inayat Ali
Format: Article
Language:English
Subjects:
biological region
Mathematical model
numerical simulation
optimal control
sensitivity analysis
TB/HIV/AIDS
threshold number
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Summary:In this article, we prolate, the coinfection mathematical model for the implication of optimal control. Here the model (Tahir, 0004) AIDS/HIV/TB is extended for an optimal control purpose, and for sensitivity analysis of the dominant parameters involved in infection. For this purpose, initially, we apprized the threshold number of the concern model. Then the sensitivity analysis is discussed for dominant parameters which mostly spread infection in population. Moreover, simulation is shown in simple graph and area graph which shows the effected area of any population in any community by using Matlab programming. Here our mission is to minimize the coinfection problem from any community. Also we defined six control variables with different schemes to control and minimized infection. In the last section, numerical simulation is presented in a new way by Runge-Kutta method of order four, and Matlab programming which is with and without control or vaccination for the concern model.
ISSN:2574-2558
2574-2558
DOI:10.1080/25742558.2020.1805871