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Current Bioinformatics

Editor-in-Chief

ISSN (Print): 1574-8936
ISSN (Online): 2212-392X

Multiscale Mapping of AIDS in U.S. Countries vs Anti-HIV Drugs Activity with Complex Networks and Information Indices

Author(s): Diana Maria Herrera-Ibata, Ricardo Alfredo Orbegozo-Medina and Humberto Gonzalez-Diaz

Volume 10, Issue 5, 2015

Page: [639 - 657] Pages: 19

DOI: 10.2174/1574893610666151008012648

Price: $65

Abstract

In this work, we reviewed different aspects about the epidemiology, drugs, targets, chem-bioinformatics, and systems biology methods, related to AIDS/HIV. Next, we developed a new model to predict complex networks of the prevalence of AIDS in U.S. counties taking into consideration the values of Gini coefficients of social income inequality. We also used activity/structure data of anti-HIV drugs in preclinical assays. First, we trained different Artificial Neural Networks (ANNs) using as input Markov and Symmetry information indices of social networks and of molecular graphs. We obtained the data about AIDS prevalence and Gini coefficient from the AIDSVu database of Emory University and the data about anti-HIV drugs from ChEMBL database. We used Box-Jenkins operators to measure the shift with respect to average behavior of counties from states and drugs from reference compounds assayed in a given protocol, target, or organism. To train/validate the model and predict the complex network we needed to analyze 43,249 data points including values of AIDS prevalence in 2310 counties in U.S. vs ChEMBL results for 21,582 unique drugs, 9 viral or human protein targets, 4856 protocols, and 10 possible experimental measures. The best model found was a Linear Neural Network (LNN) with Accuracy, Specificity, Sensitivity, and AUROC above 0.72-0.73 in training and external validation series. The new linear equation was shown to be useful to generate complex network maps of drug activity vs AIDS/HIV epidemiology in U.S. at county level.

Keywords: Anti-HIV drugs, AIDS in U.S. at county level, Gini coefficient, Multiscale models, Box-Jenkins moving average operators, Shannon Entropy, indices of neighborhood symmetry.


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