| Literature DB >> 35623066 |
Liang Tang1,2,3, Qin Xiang1,2,3, Ju Xiang1,2,3, Jianming Li1,2,3,4.
Abstract
ABSTRACT: The nonstructured abstract were supplied as following: Estrogen receptor is involved in the pathogenesis of recurrent spontaneous abortion (RSA). The ESR1 and ESR2 genes can mediate nongenomic estrogen responses. This study aimed to assess the genetic association between the ESR1 and ESR2 genes polymorphisms and RSA susceptibility in a Chinese Han population. A total of 258 women who had experienced RSA and 264 unrelated healthy women were recruited. Genotypes of the 6 polymorphisms in the ESR1 (rs9340799, rs2234693, and rs3798759) and ESR2 genes (rs207764, rs4986938, and rs1256049) were analyzed using Snapshot technology. No association was detected between the alleles and genotypes of ESR1 rs9340799, rs2234693, and rs3798759 polymorphims and RSA risk (P > .05). Subjects carrying the haplotype of rs9340799A-rs2234693C-rs3798759A had a significantly increased RSA risk in the case group compared with the control group (P = .0005, Padj = .003, odds ratios [95% CI] = 0.35 [0.19-0.65]). However, subjects carrying the haplotype of rs9340799G-rs2234693C-rs3798759A had a significantly decreased RSA risk in the case group compared with the control group (P = .0005, Padj = .003, odds ratios [95% CI] = 2.99 [1.57-5.70]). In addition, no association was found between the alleles, genotypes, and haplotypes of ESR2 rs207764, rs4986938, rs1256049 polymorphisms and RSA risk (P > .05). In conclusion, the haplotype rs9340799A-rs2234693C-rs3798759A of ESR1 might be a risk factor. And the haplotype rs9340799G-rs2234693C-rs3798759A of ESR1 might be a protective factor for RSA in a Chinese Han population.Entities:
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Year: 2022 PMID: 35623066 PMCID: PMC9276403 DOI: 10.1097/MD.0000000000029168
Source DB: PubMed Journal: Medicine (Baltimore) ISSN: 0025-7974 Impact factor: 1.817
Figure 1Pairwise linkage disequilibrium of ESR1 and ESR2 single-nucleotide polymorphisms in relation to recurrent spontaneous abortion. The numbers in the squares refer to the pairwise linkage disequilibrium measured as D’. Haplotype blocks were defined using a setting pairwise D’. A, Linkage disequilibrium of ESR1 gene. B, Linkage disequilibrium of ESR2 gene.
Distributions of the ESR1 and ESR2 SNPs in case and control.
| MAF (frequency) | |||||||||
| Genes | SNP ID | Position | Minor Allele | Case | Control |
| ORb (95% CI) | Power | |
| ESR1 | rs9340799 (A > G) | 6:151842246 | G | 0.203 | 0.252 | .06 | – | 0.68 (0.41–1.12) | 64.8 |
| rs2234693 (T > C) | 6:151842200 | C | 0.412 | 0.392 | .49 | – | 1.14 (0.75–1.75) | ||
| rs3798759 (A > C) | 6:151959418 | C | 0.302 | 0.304 | .94 | – | 1.24 (0.78–1.96) | ||
| ESR2 | rs2077647 (T > G) | 14:151807942 | G | 0.373 | 0.405 | .29 | – | 1.04 (0.67–1.61) | |
| rs4986938 (C > T) | 14:64233098 | T | 0.109 | 0.147 | .07 | – | 0.91 (0.46–1.79) | ||
| rs1256049 (C > T) | 14:64257333 | T | 0.364 | 0.397 | .27 | – | 1.22 (0.79–1.87) | ||
– = not significant, 95% CI = 95% confidence intervals, MAF = minor allele frequency, OR = odds ratio, SNP = single-nucleotide polymorphism.
The Bonferroni's correction was carried out to correct the P value.
OR and 95% CI are calculated for the minor allele of each SNP.
Frequency of ESR1 and ESR2 genes genotypes in cases and controls.
| Genotypes | |||||||||
| Ethics | SNPs, rs, (A > B) | Case (AA/AB/BB) | Control (AA/AB/BB) | OR [95% CI], |
| OR [95% CI], |
| OR [95% CI], |
|
| ESR1 | rs9340799 (A > G) | 168/75/15 | 149/97/18 | 0.59[0.17–2.01],.40 | – | 1.40[0.41–4.69],.58 | – | 0.61[0.33–1.13],.12 | |
| rs2234693 (T > C) | 96/110/51 | 105/111/48 | 1.29[0.57–2.94],.53 | – | 0.78[0.37–1.64],.52 | – | 1.11[0.61–2.05],.73 | ||
| rs3798759 (A > C) | 132/96/30 | 134/99/31 | 0.75[0.29–1.90],.54 | – | 1.20[0.49–2.94],.69 | – | 0.76[0.42–1.37],.36 | ||
| ESR2 | rs4986938 (C > T) | 208/44/6 | 195/60/9 | 0.42[0.08–2.22], – | – | 2.53[0.48–13.41], – | – | 1.11[0.51–2.42],.79 | – |
| rs1256049 (C > T) | 97/134/27 | 77/145/42 | 0.57[0.21–1.55],.27 | – | 1.62[0.66–3.96],.29 | – | 0.82[0.43–1.56],.55 | – | |
| rs2077647 (T > G) | 109/107/43 | 97/112/45 | 0.91[0.41–2.05],.82 | – | 1.13[0.53–2.38],.76 | – | 1.01[0.55–1.83], 1.00 | ||
– = not significant, A = minor allele, B = major allele, SNP = single-nucleotide polymorphism.
The Bonfferoni correction was applied to correct the P value.
Frequencies of haplotypes (>1%) containing SNPs in ESR1 and ESR2 and association between cases and controls.
| Gene | Haplotypea | Case (freq.) | Control (freq.) |
| OR [95% CI] | |
|
| ACA | 0.100 | 0.243 | .0005 | .003 | 0.35[0.19–0.65] |
| GCA | 0.214 | 0.085 | .0005 | .003 | 2.99[1.57–5.70] | |
| GCC | 0.041 | 0.054 | .59 | – | 0.76[0.28–2.07] | |
| GTA | 0.385 | 0.334 | .26 | – | 1.28[0.83–2.00] | |
|
| TTC | 0.064 | 0.060 | .88 | – | 1.07[0.45–2.56] |
| TCC | 0.352 | 0.252 | .04 | .24 | 1.63[1.02–2.59] | |
| TCT | 0.199 | 0.288 | .05 | – | 0.61[0.37–1.01] | |
| GTC | 0.020 | 0.033 | .43 | – | 0.58[0.15–2.56] | |
| GCC | 0.174 | 0.217 | .31 | – | 0.76[0.45–1.29] | |
| GCT | 0.170 | 0.130 | .29 | – | 1.37[0.76–2.49] |
– = not significant, 95% CI = 95% confidence intervals, OR = odds ratio, SNP = single-nucleotide polymorphism.
The program, Plink, was used to estimate common (frequency > 0.01) haplotypes constructed by three SNPs of ESR1 (rs9340799, rs2234693, rs3798759) and ESR2 (rs2077647, rs4986938, rs1256049).
Each haplotype was compared with the other haplotypes combined.
The Bonfferoni correction was applied to correct the P value.
Figure 2PRISMA flow chart of studies inclusion and exclusion.
Characteristics of included studies.
| First author | Year | Ethnicity | Case | Control | Genotyping methods | Age (case/control) |
| Guan | 2002 | Chinese | 69 | 73 | PCR-RFLP | 29.06 ± 4.46/NA |
| Liu | 2010 | Chinese | 52 | 37 | PCR-RFLP | 28.2 ± 4.7/29.5 ± 7.1 |
| Morandi Alessio | 2008 | Brazilian | 75 | 75 | PCR-RFLP | NA |
| Pan | 2014 | Chinese | 129 | 183 | PCR-RFLP | NA |
| Guo | 2018 | Chinese | 85 | 85 | PCR-RFLP | 32.54 ± 1. 54/32.4 ± 2. 9 |
| Hu | 2012 | Chinese | 196 | 182 | PCR-RFLP | 28.0 ± 4.3/30.1 ± 4.1 |
| Mahdavipour | 2016 | Iranish | 237 | 102 | PCR-RFLP | 33.3 ± 0.4/39.2 ± 0.6 |
NA = not applicable, PCR-RFLP = polymerase chain reaction-restriction fragment length polymorphism.
Figure 3Meta-analysis results of the association between additive and recessive models of ESR2 rs4986938 and RSA. A, Additive model. B, Recessive model.
The association between ESR1 and ESR2 polymorphisms and RSA: a meta-analysis.
| Test of association | Test of heterogeneity | |||||||
| Polymorphism | Genotype | Number of studies | OR | 95% CI | Model | I2 (%) | ||
| ESR1 rs2234693 | Allelic model | 5 | 0.93 | [0.69, 1.26] | .63 | R | .02 | 65 |
| Additive model | 5 | 0.77 | [0.31, 1.90] | .57 | R | .002 | 76 | |
| Dominant model | 5 | 0.88 | [0.53, 1.46] | .61 | R | .005 | 73 | |
| Recessive model | 5 | 1.04 | [0.76, 1.41] | .81 | F | .31 | 17 | |
| ESR1 rs9340799 | Allelic model | 5 | 1.03 | [0.66, 1.60] | .89 | R | .0004 | 81 |
| Additive model | 5 | 1.09 | [0.40, 2.89] | .87 | R | .0008 | 79 | |
| Dominant model | 5 | 1.06 | [0.63, 1.70] | .89 | R | .003 | 75 | |
| Recessive model | 5 | 1.04 | [0.52, 2.11] | .91 | R | .03 | 62 | |
| ESR2 rs1256049 | Allelic model | 5 | 0.97 | [0.65, 1.47] | .90 | R | .04 | 60 |
| Additive model | 5 | 0.52 | [0.20, 1.34] | .18 | R | .10 | 57 | |
| Dominant model | 5 | 1.08 | [0.63, 1.85] | .79 | R | .02 | 65 | |
| Recessive model | 5 | 0.68 | [0.44, 1.05] | .08 | F | .65 | 0 | |
| ESR2 rs4986938 | Allelic model | 5 | 0.89 | [0.74, 1.06] | .18 | F | .26 | 24 |
| Additive model | 5 | 0.49 | [0.21, 0.76] | .002 | F | .33 | 13 | |
| Dominant model | 5 | 1.01 | [0.81, 1.26] | .95 | F | .22 | 30 | |
| Recessive model | 5 | 0.46 | [0.30, 0.69] | .0002 | F | .63 | 0 | |
CI = confidence interval, F = fixed model, OR = odd ratio, R = random model.
Figure 4Sensitivity analyse and publication bias of the meta-analysis. A–D, Sensitivity analyses of the ESR1 and ESR2 polymorphims. (A) rs2234693, (B) rs9340799, (C) rs1256049, (D) rs4986938. E–H, Publication bias of literatures for ESR1 and ESR2 polymorphims was tested by Begg funnel plot and Egger test. (E) rs2234693, (F) rs9340799, (G) rs1256049, (H) rs4986938.