Attribution: Please use this identifier to share, cite, or link to this item: http://hdl.handle.net/10625/49802
Title: Mathematical Modeling and Dynamics of HIV Progression and Treatment
Authors: Wang, Yan
Zhou, Yi-cang
Keywords: HIV
T-CELLS
DRUG RESISTANCE
DRUG THERAPY
TIME DELAY
ASYMPTOTIC STABILITY
T-LYMPHOCYTES
CD4 LYMPHOCYTE COUNT
MATHEMATICAL MODELS
Date: 2010
Citation: Wang, Y., & Zhou, Y. (2010). Mathematical Modeling and Dynamics of HIV Progression and Treatment. Chinese Journal of Engineering Mathematics, 3. doi: CNKI:SUN:GCSX.0.2010-03-022
Abstract: This article presents a brief review on the modeling and dynamics of HIV infection in vivo. We introduce typical mathematical models on the interaction between CD4~+ T-cells and virus particles, as well as the drug therapy. We focus on theoretical results and simulations of ODEs, DDEs, integro-differential equations and impulsive differential equations. Parameter values of those models are collected in a table for reader’s reference.
ISSN: 1005-3085
URI: http://hdl.handle.net/10625/49802
Project Number: 104519
Project Title: International Research Chairs Initiative (IRCI)
Access Restriction: Due to copyright restrictions the full text of this research output is not available in the IDRC Digital Library or by request from the IDRC Library. / Compte tenu des restrictions relatives au droit d`auteur, le texte intégral de cet extrant de recherche n`est pas accessible dans la Bibliothèque numérique du CRDI, et il n`est pas possible d`en faire la demande à la Bibliothèque du CRDI.
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