| Literature DB >> 21190551 |
Wen Zhang1, Xiaogang Chen, Wei Gong, Jinsong Tang, Liwen Tan, Hao Guo, Yong-Gang Yao.
Abstract
BACKGROUND: The NADH-ubiquinone oxidoreductase flavoprotein gene (NDUFV2), which encodes a 24 kD mitochondrial complex I subunit, has been reported to be positively associated with schizophrenia and bipolar disorder in different populations.Entities:
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Year: 2010 PMID: 21190551 PMCID: PMC3022841 DOI: 10.1186/1744-9081-6-75
Source DB: PubMed Journal: Behav Brain Funct ISSN: 1744-9081 Impact factor: 3.759
Distribution of the NDUFV2 gene promoter variants in Han Chinese with and without schizophrenia
| SNP and population | Genotype | Allele | HWEb | |||||
|---|---|---|---|---|---|---|---|---|
| A/A (%) | A/G (%) | G/G (%) | A (%) | G (%) | ||||
| rs6506640 | ||||||||
| SZ-HC (n = 529) | 294 (55.6) | 196 (37.0) | 39 (7.4) | 0.179 | 784 (74.1) | 274 (25.9) | 0.113 | 0.551 |
| CT-HC (n = 505) | 298 (59.0) | 183 (36.2) | 24 (4.8) | 779 (77.1) | 231 (22.9) | 0.689 | ||
| rs1156044 | ||||||||
| SZ-HC (n = 529) | 292 (55.2) | 195 (36.9) | 42 (7.9) | 0.142 | 779 (73.6) | 279 (26.4) | 0.075 | 0.396 |
| CT-HC (n = 505) | 299 (59.2) | 180 (35.6) | 26 (5.2) | 778 (77.0) | 232 (23.0) | 0.914 | ||
Note: SZ = schizophrenia; HC = Han Chinese; CT = control
a Two-tailed Fisher's Exact Probability Test was used to quantify the allele difference between the case and control groups
b The Hardy-Weinberg Equilibrium was computed by Monte Carlo permutation test (10000 simulations)
Haplotype distributions of SNPs rs6506640-rs1156044 in Han Chinese with and without schizophrenia
| Haplotype | A-A (%) | A-G (%) | G-A (%) | G-G (%) | |
|---|---|---|---|---|---|
| SZ-HC | 774 (73.2) | 10 (0.95) | 5 (0.47) | 269 (25.4) | 0.232 |
| CT-HC | 774 (76.6) | 5 (0.5) | 4 (0.4) | 227 (22.5) |
Note: SZ = schizophrenia; HC = Han Chinese; CT = control
a two-tailed Fisher's Exact Probability Test P value
Analysis of the reported allele and genotype frequencies of rs1156044 in Han Chinese and Japanese
| Population and sample size | Genotype | Allele | Data source | |||||
|---|---|---|---|---|---|---|---|---|
| A/A (%) | A/G (%) | G/G (%) | A (%) | G (%) | ||||
| 1. SZ-HC (n = 529) | 292 (55.2) | 195 (36.9) | 42 (7.9) | 0.023 (1 vs. 3) | 779 (73.6) | 279 (26.4) | 0.005 (1 vs. 3) | This study |
| 0.018 (1 vs. 4) | 0.044 (1 vs. 4) | |||||||
| 0.346 (1 vs. 5) | 0.459 (1 vs. 5) | |||||||
| 2. CT-HC (n = 505) | 299 (59.2) | 180 (35.6) | 26 (5.2) | 0.0003 (2 vs. 3) | 778 (77.0) | 232 (23.0) | 0.0004 (2 vs. 3) | This study |
| 0.001 (2 vs. 4) | 0.001 (2 vs. 4) | |||||||
| 0.076 (2 vs. 5) | 0.030 (2 vs. 5) | |||||||
| 3. SZ-JP (n = 212) | 94 (44.3) | 95 (44.8) | 23 (10.8) | 0.264 (3 vs. 6) | 283 (66.7) | 141 (33.3) | 1.000 (3 vs. 6) | Washizuka et al. 2006 |
| 4. CT-JP (n = 222) | 99 (44.6) | 106 (47.7) | 17 (7.7) | 0.041 (4 vs. 6) | 304 (68.5) | 140 (31.5) | 0.663 (4 vs. 6) | Washizuka et al. 2006 |
| 5. CT-CHB+CHD (n = 243) | 123 (50.6) | 103 (42.4) | 17 (7.0) | 0.055 (5 vs. 6) | 349 (71.8) | 137 (28.2) | 0.187 (5 vs. 6) | HapMap dataset |
| 6. CT-JPT (n = 113) | 55 (48.7) | 41 (36.3) | 17 (15.0) | -- | -- | -- | -- | HapMap dataset |
Note: SZ-HC and CT-HC refer to Han Chinese with and without schizophrenia, respectively. CT-CHB = Beijing Han Chinese from HapMap; CHD = Chinese in Metropolitan Denver from HapMap; CT-JPT = Japanese in Tokyo from HapMap; SZ-JP and CT-JP refer to Japanese patients with and without schizophrenia from Washizuka et al. [5]. We did not include the reported Han Chinese data in Zhang et al's study [7] for comparison, as there is inconsistency about the sample size in their text. a two-tailed Fisher's Exact Probability Test P value