| Literature DB >> 25469587 |
Dengming He1,2,3, Shiqi Tao1,3, Shimin Guo1,3, Maoshi Li1,3, Junqiu Wu1,3, Hongfei Huang1,3, Xinwu Guo1,3,4, Guohua Yan1,3, Peng Zhu1,3, Yuming Wang1,3.
Abstract
BACKGROUND & AIMS: The toll-like receptor-interferon (TLR-IFN) signalling pathway plays a crucial role in HBV infection. Human leucocyte antigen (HLA) polymorphisms are associated with chronic HBV infection by genome wide association study (GWAS). We aimed to explore interaction between TLR-IFN and HLA gene polymorphisms in susceptibility of chronic HBV infection.Entities:
Keywords: MDR; gene-gene interaction; hepatitis B virus; innate immune; polymorphism
Mesh:
Substances:
Year: 2015 PMID: 25469587 PMCID: PMC6680266 DOI: 10.1111/liv.12756
Source DB: PubMed Journal: Liver Int ISSN: 1478-3223 Impact factor: 5.828
Multiple comparisons of SNP association with chronic HBV infection by QVALUE (significance only)
| Gene | SNP | Model | Genotype | Control | Case | OR (95% CI) |
|
|
|---|---|---|---|---|---|---|---|---|
| HLA‐DPA1 | rs3077 | Dominant | G/G | 124 (45.6%) | 724 (61%) | 1.00 | <1e‐04 | <0.0002 |
| G/A‐A/A | 148 (54.4%) | 462 (39%) | 0.55 (0.42–0.72) | |||||
| HLA‐DPB1 | rs9277535 | Log‐additive | – | – | – | 0.54 (0.44–0.66) | <1e‐04 | <0.0002 |
| HLA‐DQA2 | rs2856718 | Dominant | T/T | 82 (30.3%) | 504 (42.7%) | 1.00 | 4e‐04 | 0.0009 |
| C/T‐C/C | 189 (69.7%) | 677 (57.3%) | 0.60 (0.45–0.80) | |||||
| HLA‐DQB2 | rs7453920 | Dominant | G/G | 213 (78.9%) | 1061 (89.8%) | 1.00 | <1e‐04 | <0.0002 |
| G/A‐A/A | 57 (21.1%) | 121 (10.2%) | 0.43 (0.30–0.62) | |||||
| TLR9 | rs352140 | Overdominant | C/C‐T/T | 122 (44.7%) | 639 (53.6%) | 1.00 | 0.0088 | 0.0137 |
| C/T | 151 (55.3%) | 552 (46.4%) | 0.70 (0.53–0.91) | |||||
| IFNGR1 | rs3799488 | Dominant | T/T | 163 (59.7%) | 608 (51.1%) | 1.00 | 0.0048 | 0.0089 |
| C/T‐C/C | 110 (40.3%) | 582 (48.9%) | 1.48 (1.13–1.95) | |||||
| IFNGR2 | rs1059293 | Recessive | T/T‐C/T | 265 (97.1%) | 1180 (99.2%) | 1.00 | 0.011 | 0.0146 |
| C/C | 8 (2.9%) | 10 (0.8%) | 0.27 (0.10–0.71) | |||||
| IL12B | rs3212227 | Overdominant | T/T‐G/G | 151 (55.9%) | 582 (49%) | 1.00 | 0.021 | 0.0205 |
| G/T | 119 (44.1%) | 606 (51%) | 1.38 (1.05–1.81) | |||||
| IL1B | rs1143627 | Recessive | A/A‐G/A | 197 (72.4%) | 921 (77.6%) | 1.00 | 0.057 | 0.0467 |
| G/G | 75 (27.6%) | 266 (22.4%) | 0.74 (0.54–1.01) | |||||
| IL1B | rs16944 | Recessive | G/G‐G/A | 172 (70.5%) | 882 (77.5%) | 1.00 | 0.016 | 0.0186 |
| A/A | 72 (29.5%) | 256 (22.5%) | 0.67 (0.49–0.92) | |||||
| IL10 | rs1800872 | Overdominant | T/T‐G/G | 138 (51.1%) | 698 (58.8%) | 1.00 | 0.06 | 0.0467 |
| G/T | 132 (48.9%) | 490 (41.2%) | 0.77 (0.59–1.01) | |||||
| CXCL10 | rs4256246 | Log‐additive | – | – | – | 1.21 (0.98–1.49) | 0.069 | 0.0495 |
| MX1 | rs467960 | Dominant | C/C | 207 (75.8%) | 982 (82.5%) | 1.00 | 0.022 | 0.0205 |
| C/T‐T/T | 66 (24.2%) | 209 (17.6%) | 0.68 (0.49–0.94) |
Figure 1The interaction between the five‐filtered SNPs. (A) Gene–gene interaction dendrogram. The shorter the line connecting two attributes, the stronger the interaction. The colour of the line indicates the type of interaction. Yellow indicates independence. Green and blue indicate redundancy or correlation. Red and orange indicate that there is a synergistic relationship. (B) Entropy algorithms with marginal effects. These interaction models describe the per cent entropy in case–control status, that is, explained by two‐way interaction. Each gene is shown in a box with the per cent entropy below the label. Two‐way interactions between SNPs are depicted as a colour curve accompanied by a per cent of entropy explained by that interaction. Orange with a positive per cent entropy suggests there is a synergistic relationship. Yellow with a positive or negative per cent entropy suggests independence. Green and blue with a negative per cent entropy suggest redundancy or correlation.
The best models to predict chronic HBV infection by GMDR
| Factor | Model | Training Bal. Acc. | Testing Bal. Acc. | Sign Test ( | CV Consistency |
|---|---|---|---|---|---|
| 1 | rs9277535 | 0.5847 | 0.5842 | 9 (0.0107) | 10/10 |
| 2 | rs9277535 rs16944 | 0.6045 | 0.6040 | 10 (0.0010) | 10/10 |
| 3 | rs9277535 rs16944 rs6613 | 0.6104 | 0.5600 | 9 (0.0107) | 3/10 |
| 4 | rs9277535 rs16944 rs6613 rs1143623 | 0.6267 | 0.5532 | 8 (0.0547) | 10/10 |
| 5 | rs9277535 rs16944 rs1143627 rs6613 rs1143623 | 0.6312 | 0.5487 | 7 (0.1719) | 10/10 |
The best combination of attributes for each order model.
Ratio of correct classifications to the total number of instances classified within the training or testing set. This excludes instances that could not be classified. If cross‐validation is used, this value is estimated from the average of all accuracies across the n subsets.
The number of testing accuracies greater than 0.5 and, in parentheses, the P‐value computed using the nonparametric sign test.
Number of times in a particular cross‐validated run that a given attribute combination was selected as the best model.
Whole dataset statistics: Training Balanced Accuracy, 0.6045; Training Accuracy, 0.6045; Training Sensitivity, 0.6742; Training Specificity, 0.5348; Training Odds ratio, 2.3792 (1.6188, 3.4968); Training χ² (P), 19.7912 (P < 0.0001); Training Precision, 0.5917; Training Kappa, 0.2090; Training F‐Measure, 0.6303.
Figure 2Summary of the best MDR model (rs9277535 + rs16944). (A) A two‐locus model has nine multifactorial cells, each of which is filled with the distribution of cases (left bars) and controls (right bars) for the corresponding genotypes. Each cell is labelled either ‘high risk’ (dark‐grey) or ‘low risk’ (light‐grey) based on its case–control ratio. For rs9277535, 0, 1, and 2 represent the genotypes GG, GA and AA respectively. This has also been adopted for rs16944. (B) A new single attribute is constructed by pooling the ‘high‐risk’ genotype combinations into a single group (1) and the ‘low‐risk’ into another group (0).