Modelling of immune cells as vectors of HIV spread inside a patient human body
Marcelo Margon Rossi, Luis Fernandez Lopez

TL;DR
This paper develops a mathematical model using differential equations to analyze how immune cells like macrophages and dendritic cells contribute to HIV spread within a patient, highlighting potential vaccine targets.
Contribution
It introduces a detailed ODE model focusing on immune cell vectors in HIV proliferation, emphasizing the roles of specific immune cells and viral thresholds for infection spread.
Findings
Identifies key immune cells involved in HIV dissemination.
Provides an $R_0$ expression for infection parameters.
Suggests new targets for vaccine development.
Abstract
The search to understand how the HIV virus spreads inside the human body and how the immune response works to control it has motivated studies related to Mathematical Immunology. Actually, researches include the idea of mathematical models representing the dynamics of healthy and infected cell populations and focusing on mechanisms used by HIV to invade target-host cells, viral dissemination (which leads to depletion of the T-cell pool and collapse of the immune system), and impairment of immune response. In this work, we show the importance of specific cells of immune response, as infection vectors involved in the dynamics of viral proliferation within an untreated patient, by using an ordinary differential equation model in which we considered that the virus infected target-cells such as macrophages, dendritic cells, and lymphocytes TCD4 and TCD8 populations. In conclusion, we…
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Taxonomy
TopicsHIV Research and Treatment · Mathematical and Theoretical Epidemiology and Ecology Models · Immune Cell Function and Interaction
