| Literature DB >> 20808786 |
Izhar Wallach1, Navdeep Jaitly, Ryan Lilien.
Abstract
Adverse drug reactions (ADR), also known as side-effects, are complex undesired physiologic phenomena observed secondary to the administration of pharmaceuticals. Several phenomena underlie the emergence of each ADR; however, a dominant factor is the drug's ability to modulate one or more biological pathways. Understanding the biological processes behind the occurrence of ADRs would lead to the development of safer and more effective drugs. At present, no method exists to discover these ADR-pathway associations. In this paper we introduce a computational framework for identifying a subset of these associations based on the assumption that drugs capable of modulating the same pathway may induce similar ADRs. Our model exploits multiple information resources. First, we utilize a publicly available dataset pairing drugs with their observed ADRs. Second, we identify putative protein targets for each drug using the protein structure database and in-silico virtual docking. Third, we label each protein target with its known involvement in one or more biological pathways. Finally, the relationships among these information sources are mined using multiple stages of logistic-regression while controlling for over-fitting and multiple-hypothesis testing. As proof-of-concept, we examined a dataset of 506 ADRs, 730 drugs, and 830 human protein targets. Our method yielded 185 ADR-pathway associations of which 45 were selected to undergo a manual literature review. We found 32 associations to be supported by the scientific literature.Entities:
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Year: 2010 PMID: 20808786 PMCID: PMC2925884 DOI: 10.1371/journal.pone.0012063
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1An illustration of the inference method.
Drug-pathway interactions are inferred from the results of protein-ligand docking. The KEGG database [16] is used to map proteins to biological pathways. The SIDER database [15] associates drugs with their observed ADRs. In the docking phase each drug (orange star) is docked against each protein (purple diamond) producing a set of docking results (green triangles). Then, two phases of logistic regression are used to select those associations that are statistically significant. In phase-I, logistic regression with L1-regularization is used to infer a set of informative connections between pathways (blue circles) and ADRs (red squares). In phase-II, a second logistic-regression model selects the associations selected from phase-I that are statistically significant under multiple hypothesis correction (see Methods section).
Figure 2An illustration of the network of pathway-ADR associations inferred by our model.
Side-effects are represented as red squares and pathways as blue circles. The full list of 185 associations is available at Table S3. The 22 associations most strongly supported by the literature are circled. Pathways are colored by their KEGG categories.
Associations supported by the literature.
| Side-effects | Pathways |
| Cerebral infarction | Alzheimer's disease |
| Osteoporosis | Type II diabetes mellitus |
| Lymphoma | Retinol metabolism |
| Hernia | Prostate cancer |
| Parkinson's | Pyruvate metabolism |
| Breast cancer | Non-homologous end-joining |
| Pelvic pain | Cell cycle |
| Fibrosis | Nicotinate and nicotinamide metabolism |
| Hepatic encephalopathy | Thiamine metabolism |
| Melanoma | Hedgehog signaling pathway |
| Prostatitis | Pathogenic Escherichia coli infection |
| Alkalosis | Type II diabetes mellitus |
| Stria | Heparan sulfate biosynthesis |
| Tuberculosis | Glycosaminoglycan degradation |
| Herpes zoster | Glycosaminoglycan degradation |
| Cirrhosis | Nicotinate and nicotinamide metabolism |
| Ascites | Nicotinate and nicotinamide metabolism |
| Meningitis | Heparan sulfate biosynthesis |
| Wound dehiscence | Glycosaminoglycan degradation |
| Amylase increased | Glycosaminoglycan degradation |
| Fibrosis | Keratan sulfate biosynthesis |
| Ptosis | Type II diabetes mellitus |
| Aseptic meningitis | Systemic lupus erythematosus |
| Lymphoma | Heparan sulfate biosynthesis |
| Skin carcinoma | Lysosome |
| Alkalosis | Biosynthesis of unsaturated fatty acids |
| Hyperparathyroidism | Autoimmune thyroid disease |
| Fibrosis | Metabolism of xenobiotics by cytochrome P450 |
| Vitamin-D deficiency | Autoimmune thyroid disease |
| Skin carcinoma | Androgen and estrogen metabolism |
| Rigmentary retinopathy | Sulfur metabolism |
| ESR increased | Parkinson's disease |
The 32 associations supported by the literature. (Top) The 22 associations with stronger support. (Bottom) The 10 associations with moderate support (see Table S1 for a full reference list).
Figure 3GAG-related ADRs.
The illustration represents proteins as green triangles, drugs as orange diamonds, ADRs as red squares, and pathways as blue circles. Protein-ligand interactions as predicted by virtual docking are represented as green dashed lines. Inferred pathway-ADR associations are represented by purple dashed lines. Observed ADR-drug pairs come from the SIDER database and are represented by solid brown lines. Finally, KEGG labels connect proteins to biological pathways and are represented as blue lines.
Figure 4Relations between hernia and the prostate cancer pathway.
An illustration of the model's suggested interactions between drugs coincident with hernia and proteins belong to the prostate cancer pathway. This is an example of a non-causative association where drugs listing prostate-related disease as their therapeutic indication indeed interact with proteins in the prostate cancer pathway. Since patients suffering from prostate cancer are likely to experience a post-operative hernia, an association between hernia and prostate cancer emerges. Node and edge representation is the same as Figure 3.
Figure 5Relations between Parkinson's disease and the pyruvate metabolism pathway.
An illustration of the model's suggested interactions between drugs coincident with Parkinson's disease and proteins belonging to the pyruvate metabolism pathway. Node and edge representation is the same as Figure 3.