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HIV/AIDS is part of the most dangerous diseases in global, the human immunodeficiency virus (HIV) is an explanation of the inflation HIV/AIDS, AIDS is a case of human deficiency of immune system known as life dangerous infections and cancer. In this research, we created a mathematical model idea to determine the disease-free equilibrium points and frame equations for the HIV/AIDS system. Using global stability concept, we find out the HIV/AIDS infection rate is decrease throughout the society. The given parameters of the equation used MATLAB to find out the numerical simulation in different values to applied and we prove the final result HIV/AIDS infection rate is decrease and is stable.

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HIV/AIDS Control and Stability Analysis Using Mathematical Modeling

  • 章节

  • 发表日期：

    2026年

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  • Naresh Kumar Jothi,
  • A. Lakshmi,
  • Jayant Giri,
  • Mohammad A. Hassan,
  • Neeraj Sunheriya

摘要

HIV/AIDS is part of the most dangerous diseases in global, the human immunodeficiency virus (HIV) is an explanation of the inflation HIV/AIDS, AIDS is a case of human deficiency of immune system known as life dangerous infections and cancer. In this research, we created a mathematical model idea to determine the disease-free equilibrium points and frame equations for the HIV/AIDS system. Using global stability concept, we find out the HIV/AIDS infection rate is decrease throughout the society. The given parameters of the equation used MATLAB to find out the numerical simulation in different values to applied and we prove the final result HIV/AIDS infection rate is decrease and is stable.