| Literature DB >> 22481872 |
Cia-Hin Lau1, Sekaran Muniandy.
Abstract
Epistasis (gene-gene interaction) is a ubiquitous component of the genetic architecture of complex traits such as susceptibility to common human diseases. Given the strong negative correlation between circulating adiponectin and resistin levels, the potential intermolecular epistatic interactions between ADIPOQ (SNP+45T > G, SNP+276G > T, SNP+639T > C and SNP+1212A > G) and RETN (SNP-420C > G and SNP+299G > A) gene polymorphisms in the genetic risk underlying type 2 diabetes (T2DM) and metabolic syndrome (MS) were assessed. The potential mutual influence of the ADIPOQ and RETN genes on their adipokine levels was also examined. The rare homozygous genotype (risk alleles) of SNP-420C > G at the RETN locus tended to be co-inherited together with the common homozygous genotypes (protective alleles) of SNP+639T > C and SNP+1212A > G at the ADIPOQ locus. Despite the close structural relationship between the ADIPOQ and RETN genes, there was no evidence of an intermolecular epistatic interaction between these genes. There was also no reciprocal effect of the ADIPOQ and RETN genes on their adipokine levels, i.e., ADIPOQ did not affect resistin levels nor did RETN affect adiponectin levels. The possible influence of the ADIPOQ gene on RETN expression warrants further investigation.Entities:
Keywords: ADIPOQ; RETN; adipokine; epistasis; interaction
Year: 2011 PMID: 22481872 PMCID: PMC3313514 DOI: 10.1590/s1415-47572011005000058
Source DB: PubMed Journal: Genet Mol Biol ISSN: 1415-4757 Impact factor: 1.771
Figure 1Dimension reduction correspondence analysis of SNP-420C > G showing biplot results for (A) SNP-420C > G and SNP+45T > G, (B) SNP-420C > G and SNP+276G > T, (C) SNP-420C > G and SNP+639T > C and (D) SNP-420C > G and SNP+1212A > G. The total sample size was 809. The model settings included two dimensions in solution, Euclidean distance measurements, default standardization and symmetrical normalization methods. A biplot illustrates the underlying structural relationships between two SNPs. Projecting the genotypes for one SNP on the vector from the origin to a genotype for the other SNP describes the structural relationship between the SNPs. The distance between genotypes in a plot reflects the strength of the relationship between the genotypes, with associated genotypes being plotted close to each other. Genotypes that are closer to each other are more alike (co-inherited) than those that are farther apart. Note: RETN (SNP-420C > G); ADIPOQ (SNP+45T > G, SNP+276G > T, SNP+639T > C, SNP+1212A > G).
Figure 2Dimension reduction correspondence analysis of SNP+299G > A showing biplot results for (A) SNP+299G > A and SNP+45T > G, (B) SNP+299G > A and SNP+276G > T, (C) SNP+299G < A and SNP+639T > C and (D) SNP+299G > A and SNP+1212A > G. The total sample size was 809. See the legend for Figure 1 for details of the model settings and the interpretation of biplots. Note: RETN (SNP+299G > A); ADIPOQ (SNP+45T > G, SNP+276G > T, SNP+639T > C, SNP+1212A > G).
Estimative effect of alleles on adipokine levels.
| Resistin (ng/mL) (n = 809) | Nominal p value | Empirical p value | |
|---|---|---|---|
| SNP+45T > G (rs2241766) | |||
| T-allele (78.18%) | +0.3415 (0.7756) | 0.6597 | 1.0000 |
| G-allele (21.82%) | −0.3415 (0.7756) | ||
| SNP+276G > T (rs1501299) | |||
| G-allele (70.52%) | +1.0562 (0.7161) | 0.1402 | 0.4157 |
| T-allele (29.48%) | −1.0562 (0.7161) | ||
| SNP+639T > C (rs3821799) | |||
| T-allele (56.37%) | −1.0448 (0.6485) | 0.1072 | 0.3078 |
| C-allele (43.63%) | +1.0448 (0.6485) | ||
| SNP+1212A > G (rs6773957) | |||
| A-allele (51.17%) | −1.1663 (0.6435) | 0.0699 | 0.1910 |
| G-allele (48.83%) | +1.1663 (0.6435) | ||
| Adiponectin (μg/mL) (n = 809) | Nominal p value | Empirical p value | |
| SNP-420C > G (rs1862513) | |||
| C-allele (58.65%) | +0.0654 (0.2270) | 0.7733 | 1.0000 |
| G-allele (41.35%) | −0.0654 (0.2270) | ||
| SNP+299G > A (rs3745367) | |||
| G-allele (63.84%) | +0.2470 (0.2256) | 0.2735 | 0.7912 |
| A-allele (36.16%) | −0.2470 (0.2256) | ||
The results are expressed as the estimative effect (standard error in parentheses). The nominal p value was generated after adjusting for covariate age, ethnicity, body mass index (BMI), type 2 diabetes mellitus (T2DM) and metabolic syndrome (MS). The empirical p value was generated after performing the Bonferroni correction and adjusting for covariate age, ethnicity, BMI, T2DM and MS. The Bonferroni correction was used to counteract the problem of multiple comparisons by controlling for false positive results (type I errors). The estimative effect reflects the change in the mean serum resistin or adiponectin levels associated with a single allele.
Generalized multifactor dimensionality reduction analysis.
| Group comparisons | The best combination of SNPs (Optimum model) | Training balance accuracy | Testing balance accuracy | Significance test n (pE) | Cross-validation consistency |
|---|---|---|---|---|---|
| Malay men (n = 281) | |||||
| Control (n = 75) | SNP+299G > A, SNP+45T > G, SNP+639T > C | 68.85% | 62.02% | 7 (0.1719) | 10/10 |
| Control (n = 75) | SNP+299G > A, SNP+45T > G, SNP+276G > T | 69.26% | 53.82% | 6 (0.3770) | 9/10 |
| Control (n = 75) | SNP+45T > G, SNP+639T > C | 63.37% | 59.27% | 7 (0.1719) | 7/10 |
| Chinese men (n = 264) | |||||
| Control (n = 73) | SNP-420C > G, SNP+299G > A, SNP+45T > G SNP+639T > C | 72.61% | 48.62% | 4 (0.8281) | 6/10 |
| Control (n = 73) | SNP-420C > G, SNP+299G > A, SNP+639T > C | 72.66% | 63.76% | 8 (0.0547) | 10/10 |
| Control (n = 73) | SNP-420C > G, SNP+299G > A, SNP+276G > T | 68.70% | 51.70% | 5 (0.6230) | 8/10 |
| Indian men (n = 264) | |||||
| Control (n = 60) | SNP+299G > A, SNP+276G > T | 66.23% | 55.33% | 6 (0.3770) | 10/10 |
| Control (n = 60) | SNP-420C > G, SNP+299G > A, SNP+1212A > G | 66.89% | 59.60% | 7 (0.1719) | 9/10 |
| Control (n = 60) | SNP-420C > G, SNP+299G > A, SNP+276G > T, SNP+639T > C | 68.08% | 51.02% | 5 (0.6230) | 10/10 |
Significance test: n indicates the number of tests with accuracies greater than 50% and, in parentheses (pE), the empirical p value (after correction for multiple comparisons) computed from 1,000,000 permutations. The exhaustive search method configuration was used. With a 10-fold cross-validation, the data are divided into 10 equal parts and the model is developed on 9/10 of the data (training set) and then tested on 1/10 of the remaining data (testing set). This is repeated for each possible combination of 9/10 (training balance accuracy) and 1/10 (testing balance accuracy) of the data, with the resulting 10 testing accuracies then being averaged. The cross-validation consistency is a measure of how many times out of 10 divisions of the data that GMDR found the same best model. The model with the combination of SNPs that maximized the average cross-validation consistency and minimized the average prediction error was selected. Note: RETN (SNP-420C > G and SNP+299G > A); ADIPOQ (SNP+45T > G, SNP+276G > T, SNP+639T > C and SNP+1212A > G); T2DM = type 2 diabetes mellitus; MS = metabolic syndrome.