Breadth of cellular and humoral immune responses elicited in rhesus monkeys by multi-valent mosaic and consensus immunogens

Santra, Sampa and Muldoon, Mark and Watson, Sydeaka and Buzby, Adam and Balachandran, Harikrishnan and Carlson, Kevin R. and Mach, Linh and Kong, Wing-Pui and McKee, Krishna and Yang, Zhi-Yong and Rao, Srinivas S. and Mascola, John R. and Nabel, Gary J. and Korber, Bette T, and Letvin, Norman L. (2012) Breadth of cellular and humoral immune responses elicited in rhesus monkeys by multi-valent mosaic and consensus immunogens. Virology, 248 (2). pp. 121-127. ISSN 0042-6822

[thumbnail of SantraMuldoonKorberLetvin_JVirology428.pdf] PDF
SantraMuldoonKorberLetvin_JVirology428.pdf
Restricted to Repository staff only

Download (882kB)

Abstract

To create an HIV-1 vaccine that generates sufficient breadth of immune recognition to protect against the genetically diverse forms of the circulating virus, we have been exploring vaccines based on consensus and mosaic protein designs. Increasing the valency of a mosaic immunogen cocktail increases epitope coverage but with diminishing returns, as increasingly rare epitopes are incorporated into the mosaic proteins. In this study we compared the immunogenicity of 2-valent and 3-valent HIV-1 envelope mosaic immunogens in rhesus monkeys. Immunizations with the 3-valent mosaic immunogens resulted in a modest increase in the breadth of vaccine-elicited T lymphocyte responses compared to the 2-valent mosaic immunogens. However, the 3-valent mosaic immunogens elicited significantly higher neutralizing responses to Tier 1 viruses than the 2-valent mosaic immunogens. These findings underscore the potential utility of polyvalent mosaic immunogens for eliciting both cellular and humoral immune responses to HIV-1.

Item Type: Article
Uncontrolled Keywords: HIV-1 vaccine, mosaic immunogens, T cells
Subjects: MSC 2010, the AMS's Mathematics Subject Classification > 92 Biology and other natural sciences
Depositing User: Dr Mark Muldoon
Date Deposited: 07 Aug 2012
Last Modified: 20 Oct 2017 14:13
URI: https://eprints.maths.manchester.ac.uk/id/eprint/1855

Actions (login required)

View Item View Item