Development of Mathematical Models for the Analysis of Hepatitis Delta Virus Viral Dynamics

Hepatitis delta virus is considered to be a satellite virus of the hepatitis B virus, because HDV’s outer envelope has surface antigens that are encoded by the genome of HBV. HDV is a small circular RNA virus, which means that it has ribonucleic acid as its genetic material. HDV can either co-infect or super-infects liver cells. Co-infection occurs when an individual is simultaneously infected by HBV and HDV, while super-infection occurs in people who already suffer from chronic HBV infection. Both co-infection and super-infection result in more severe complications, such as liver cirrhosis (which is the loss of liver tissue by the formation of scar tissue), loss of liver function, and ...

Want to read the rest of this paper?
Join Essayworld today to view this entire essay
and over 50,000 other term papers

will be infected with HDV 200 after being infected with HBV. However, this assumption is actually not very realistic, because the time interval between the onset of HBV infection and the subsequently HDV infection can vary greatly amongst different individuals. Some individuals may be more vulnerable to HDV infection than others. Nevertheless, the assumption is important for the mathematical model used in the context of the paper.
When the liver is only infected by HBV, the change in the number of uninfected cells at one time increases at a constant rate with which these normal cells are being produced. The number of uninfected cells decreases as they die off at a constant death rate. There is also a loss of uninfected cells as they become infected with the hepatitis B virus, which is related to the infection rate and viral load of ...

Get instant access to over 50,000 essays.
Write better papers. Get better grades.


Already a member? Login


CITE THIS PAGE:

Development of Mathematical Models for the Analysis of Hepatitis Delta Virus Viral Dynamics. (2011, May 2). Retrieved September 25, 2018, from http://www.essayworld.com/essays/Development-Mathematical-Models-Analysis-Hepatitis-Delta/98728
"Development of Mathematical Models for the Analysis of Hepatitis Delta Virus Viral Dynamics." Essayworld.com. Essayworld.com, 2 May. 2011. Web. 25 Sep. 2018. <http://www.essayworld.com/essays/Development-Mathematical-Models-Analysis-Hepatitis-Delta/98728>
"Development of Mathematical Models for the Analysis of Hepatitis Delta Virus Viral Dynamics." Essayworld.com. May 2, 2011. Accessed September 25, 2018. http://www.essayworld.com/essays/Development-Mathematical-Models-Analysis-Hepatitis-Delta/98728.
"Development of Mathematical Models for the Analysis of Hepatitis Delta Virus Viral Dynamics." Essayworld.com. May 2, 2011. Accessed September 25, 2018. http://www.essayworld.com/essays/Development-Mathematical-Models-Analysis-Hepatitis-Delta/98728.
JOIN NOW
Join today and get instant access to this and 50,000+ other essays


PAPER DETAILS
Added: 5/2/2011 12:59:03 AM
Submitted By: blueskylove
Category: Biology
Type: Premium Paper
Words: 328
Pages: 2

Save | Report

SHARE THIS PAPER

SAVED ESSAYS
Save and find your favorite essays easier

SIMILAR ESSAYS
» Beowulf And Grendel: Craving Fo...
» Lamarck's Influence On The Deve...
» Student Roles And Responsibilit...
» The History And Development Of ...
» The Development Of Dance And Th...
» Development Of Computers And Te...
» The Case For The Existence Of G...
» The Importance of Mathematics i...
» The Fallacy of The Cattle Compl...
» Nuclear Physicists And The Deve...
Copyright | Cancel | Contact Us

Copyright © 2018 Essayworld. All rights reserved