COLLOQUIUM
DEPARTMENT OF MATHEMATICS AND STATISTICS
OAKLAND UNIVERSITY
ROCHESTER, MICHIGAN 48309
Libin Rong
Department of Mathematics and Statistics
Oakland University
Rochester, Michigan 48309
Modeling HIV Persistence, the Latent Reservoir, and Viral Blips
Abstract
HIV-1
eradication from infected individuals has not been achieved despite the
prolonged use of highly active antiretroviral therapy (HAART). The
cellular reservoir for HIV-1 in latently infected cells remains a major
obstacle to viral elimination. The reservoir does not decay
significantly over long periods of time but is able to release
replication-competent HIV-1 upon cell activation. Residual ongoing
viral replication may likely occur in many patients because low levels
of virus can be detected in plasma by sensitive assays and transient
episodes of viremia (HIV-1 “blips”) are often observed in patients even
with successful viral suppression for many years. In this talk, I will
review our current knowledge of the factors contributing to viral
persistence, the latent reservoir, and blips, and mathematical models
developed to explore them and their relationships. I will show how
mathematical modeling has helped improve our understanding of HIV-1
dynamics in patients on HAART and of the quantitative events
underlyingHIV-1 latency, reservoir stability, low-level viral
persistence, and emergence of intermittent viral blips. I will also
discuss treatment implications related to these studies.
Thursday, March 11, 2010
3:00 – 4:00 P.M.
372 Science and Engineering Building
(Refreshments at 2:30-3:00 PM in the kitchen area adjacent to 368 SEB)