Causal reasoning on biological networks: interpreting transcriptional changes
Open Access
- 21 February 2012
- journal article
- research article
- Published by Oxford University Press (OUP) in Bioinformatics
- Vol. 28 (8), 1114-1121
- https://doi.org/10.1093/bioinformatics/bts090
Abstract
Motivation: The interpretation of high-throughput datasets has remained one of the central challenges of computational biology over the past decade. Furthermore, as the amount of biological knowledge increases, it becomes more and more difficult to integrate this large body of knowledge in a meaningful manner. In this article, we propose a particular solution to both of these challenges. Methods: We integrate available biological knowledge by constructing a network of molecular interactions of a specific kind: causal interactions. The resulting causal graph can be queried to suggest molecular hypotheses that explain the variations observed in a high-throughput gene expression experiment. We show that a simple scoring function can discriminate between a large number of competing molecular hypotheses about the upstream cause of the changes observed in a gene expression profile. We then develop an analytical method for computing the statistical significance of each score. This analytical method also helps assess the effects of random or adversarial noise on the predictive power of our model. Results: Our results show that the causal graph we constructed from known biological literature is extremely robust to random noise and to missing or spurious information. We demonstrate the power of our causal reasoning model on two specific examples, one from a cancer dataset and the other from a cardiac hypertrophy experiment. We conclude that causal reasoning models provide a valuable addition to the biologist's toolkit for the interpretation of gene expression data. Availability and implementation: R source code for the method is available upon request. Contact:daniel.ziemek@pfizer.com Supplementary information: Supplementary data are available at Bioinformatics online.This publication has 16 references indexed in Scilit:
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- A = BPublished by Taylor & Francis Ltd ,1996