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. 2019 Oct 15;35(20):3884-3889.
doi: 10.1093/bioinformatics/btz524.

Sub-dominant principal components inform new vaccine targets for HIV Gag

Syed Faraz Ahmed  1 , Ahmed A Quadeer  1 , David Morales-Jimenez  2 , Matthew R McKay  1   3
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Sub-dominant principal components inform new vaccine targets for HIV Gag

Syed Faraz Ahmed et al. Bioinformatics. .

Abstract

Motivation: Patterns of mutational correlations, learnt from patient-derived sequences of human immunodeficiency virus (HIV) proteins, are informative of biochemically linked networks of interacting sites that may enable viral escape from the host immune system. Accurate identification of these networks is important for rationally designing vaccines which can effectively block immune escape pathways. Previous computational methods have partly identified such networks by examining the principal components (PCs) of the mutational correlation matrix of HIV Gag proteins. However, driven by a conservative approach, these methods analyze the few dominant (strongest) PCs, potentially missing information embedded within the sub-dominant (relatively weaker) ones that may be important for vaccine design.

Results: By using sequence data for HIV Gag, complemented by model-based simulations, we revealed that certain networks of interacting sites that appear important for vaccine design purposes are not accurately reflected by the dominant PCs. Rather, these networks are encoded jointly by both dominant and sub-dominant PCs. By incorporating information from the sub-dominant PCs, we identified a network of interacting sites of HIV Gag that associated very strongly with viral control. Based on this network, we propose several new candidates for a potent T-cell-based HIV vaccine.

Availability and implementation: Accession numbers of all sequences used and the source code scripts for all analysis and figures reported in this work are available online at https://github.com/faraz107/HIV-Gag-Immunogens.

Supplementary information: Supplementary data are available at Bioinformatics online.

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