Subject: | |
From: | |
Reply To: | |
Date: | Wed, 22 Oct 2003 12:04:01 -0400 |
Content-Type: | text/plain |
Parts/Attachments: |
|
|
> Dear Colleagues,
>
> We continue our Colloquium at the Math
> Department
>
> Liancheng Wang
>
> Department of Mathematical Sciences
>
Georgia Southern University, GA
USA
[log in to unmask]
> Thursday, October 31, EMCS 239, 2:00pm.
>
> Mathematical Analysis of the Global Dynamics of a Model
for HIV Infection of CD4+ T cells
> Abstract. A mathematical model that describes the interaction of HIV
> infection and CD4$^+$T cells is studied. Global dynamics analysis is
> rigorously established. After identifying a basic reproduction number
> R0, we establish that, if $R_0\le 1,$ the HIV infection dies out; if
> $R_0 > 1,$ the HIV infection persists, solutions approach either the
> unique endemically infected steady state or periodic orbits.
>
The presentation will be of special interest for faculty and students in
Mathematics and Biological Science.
> Boris P Belinskiy
>
> Department of Mathematics, Dept. 6956
>
> University of Tennessee at Chattanooga
>
> Ph. (423) 425-4748
>
|
|
|