Study about The Infection-Free Equilibrium Point of a Mathematical Model Dynamics of Transmission HIV/AIDS in a Active Heterosexual Population in Peru with Application to Public Health
DOI:
https://doi.org/10.15381/pes.v19i2.12670Keywords:
Mathematical epidemiology, ordinary differential equations, stationary points, local stability, computacional simulation, public health.Abstract
We present the analysis of a mathematical model applied to Epidemiology. It explains the dynamics of transmission of the disease of the Acquired Immunodeficiency Syndrome (AIDS) among eterosexually active people using natural and non natural protection. We study the sensitivity of the model with respect to its local stability to the Infection-Free Equilibrium Point and Computational Simulations. This provides an understanding of the dynamic of the model to take decisions in the area of Public Health, taking into account the social and economical aspects.
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Copyright (c) 2016 Roxana López Cruz, Neisser Pino Romero
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