Analyzing HIV/AIDS dynamics with a novel Caputo-Fabrizio fractional order model and optimal control measures
2024
Modeling HIV/AIDS Dynamics with Optimal Control Strategies
publication
Evidence: high
Author Information
Author(s): Butt Azhar Iqbal Kashif, Imran Muhammad, Azeem Komal, Ismaeel Tariq, McKinney Brett Allen
Primary Institution: King Faisal University, Saudi Arabia
Hypothesis
Can a novel mathematical model effectively analyze HIV/AIDS dynamics and control strategies?
Conclusion
The study demonstrates that promoting safe sexual practices is the most effective approach for controlling HIV/AIDS transmission.
Supporting Evidence
- The model categorizes the population into eight compartments to analyze disease dynamics.
- Optimal control strategies include the use of condoms and changes in sexual habits.
- The study highlights the importance of mathematical modeling in understanding disease dynamics.
Takeaway
This study created a math model to understand how HIV spreads and found that using condoms and changing sexual habits can help stop the disease.
Methodology
The study used a Caputo-Fabrizio fractional-order mathematical model to analyze HIV/AIDS dynamics and optimal control strategies.
Digital Object Identifier (DOI)
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