Stability Analysis Of Disease Free Equilibrium State (E0) For An Endemic Deterministic Model For HIV/AIDS
Victor, A. O.; Oduwole, K. H.
Show abstract
This paper focused on determining the asymptotical stability of the new model which establishes that a disease-free equilibrium state exists and is locally asymptotically stable when the basic reproduction number 0 [≤] R0 < 1 and the following threshold conditions (0 [≤] R1 < 1, 0 [≤] R2 < 1, 0 [≤] R3 < 1, 0 [≤] R4 < 1 and 0 [≤] R5 < 1, 0 [≤] R6 < 1, 0 [≤] R7 < 1, 0 [≤] R8 < 1) are satisfied. Results from the model analysis shows that the proportion of infected juvenile and adult sub-population in the presence of High Active Anteritroviral Therapy (HAART) drastically reduce to a zero (R0 = 0) as compared to the infected age-structured population when treatment rate is low and the net transmission rate is near zero.
Matching journals
The top 1 journal accounts for 50% of the predicted probability mass.
Similar papers in this journal
- Adding a reaction-restoration type transmission rate dynamic law to the basic SEIR COVID-19 model 96%
- Modeling the initial phase of COVID-19 epidemic: The role of age and disease severity in the Basque Country, Spain 95%
- Analytical Solution of a New SEIR Model Based on Latent Period-Infectious Period Chronological Order 95%
Similar papers in this journal
Similar papers in this journal
- Modeling relaxation experiments with a mechanistic model of gene expression 92%
- A Dual Controllability Analysis of Influenza Virus-Host Protein-Protein Interaction Networks for Antiviral Drug Target Discovery 91%
- vCOMBAT: a Novel Tool to Create and Visualize a COmputational Model of Bacterial Antibiotic Target-binding 91%
"Similar papers" are the closest papers from that journal in the model's embedding space. They show what the match is built on, but the ranking comes mostly from a classifier over the whole training set, not from these examples alone.