| Literature DB >> 27350156 |
Yuan Yang1,2, Wenjing Wang1,3, Guiyou Liu4, Yingcui Yu5, Mingzhi Liao1.
Abstract
Large scale association studies have identified the single nucleotide polymorphism rs3803662 associated with breast cancer risk. However, the sample size of most studies is too small. Here, we performed this meta-analysis to make the result more convincing. Relevant articles published up to 2016 were identified by searching the PubMed database. 13 studies, involving a total of 29405 participants, were included in the meta-analysis. Odds Ratios (ORs) with 95% confidence intervals (CIs) was calculated with random or fixed effects model. All data analyses were analyzed by Review Manger 5.3 software. In Caucasian subgroup: Dominant model (TT + CT vs CC): OR = 1.17 (1.06, 1.29), Recessive model (TT vs CT + CC): OR = 1.25 (1.13, 1.39) and Allele frequency (T vs C): OR = 1.15 (1.08, 1.22). The present meta-analysis suggests that rs3803662 polymorphism is significantly associated with breast cancer risk in Caucasian women, and we did not find the association in Asian women.Entities:
Mesh:
Year: 2016 PMID: 27350156 PMCID: PMC4924094 DOI: 10.1038/srep29008
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1The flow diagram showing the study selection process.
A total of 95 articles were identified by the search strategy. Because don’t meet the qualifications, 77 articles were removed, and 18 articles remained for further screening. Afterwards, since the control groups don’t meet the Hardy-Weinberg Equilibrium (HWE), 4 articles were excluded. Besides, 1 article was excluded due to that the study population is male, not female. Finally, 13 studies were included in the meta-analysis.
The primary characteristics of the thirteen studies.
| Author (Publication Date) | Country | Case | Control | |||||
|---|---|---|---|---|---|---|---|---|
| CC(%) | CT(%) | TT(%) | CC(%) | CT(%) | TT(%) | |||
| Jie Liang (2010) | Chinese | 126 (12.3) | 413 (40.3) | 486 (47.4) | 127 (12.1) | 464 (44.4) | 455 (43.5) | 0.603467 |
| Taeko Mizoo (2013) | Japanese | 74 (15.9) | 230 (49.6) | 160 (34.5) | 91 (19.8) | 227 (49.3) | 142 (30.9) | 0.986928 |
| Wonshik Han (2011) | South Korean | 516 (14.8) | 1617 (46.3) | 1361 (38.9) | 369 (11.2) | 1435 (43.7) | 1481 (45.1) | 0.3174 |
| Yaning He (2016) | Chinese | 30 (11.8) | 115 (45.3) | 109 (42.9) | 21 (6.2) | 154 (45.4) | 164 (48.4) | 0.052716 |
| Isabel Elematore (2014) | Chilean | 100 (28.8) | 185 (53.3) | 62 (17.9) | 330 (41.2) | 371 (46.3) | 100 (12.5) | 0.786243 |
| Antonis AC (2008) | Caucasian | 2422 (47.5) | 2173 (42.7) | 497 (9.8) | 2244 (50.3) | 1831 (41.1) | 382 (8.6) | 0.756163 |
| Ayse Latif (2009) | England | 106 (46.7) | 103 (45.4) | 18 (7.9) | 217 (58.2) | 137 (36.7) | 19 (5.1) | 0.659871 |
| Jingxuan Shan (2012) | Tunisian | 114 (31.1) | 169 (46.0) | 84 (22.9) | 126 (34.1) | 165 (44.7) | 78 (21.2) | 0.082818 |
| Martha L. Slattery (2011) | Hispanic | 209 (37.1) | 260 (46.1) | 95 (16.8) | 270 (37.8) | 332 (46.5) | 112 (15.7) | 0.554053 |
| Niall Mcinerney (2009) | Irish | 486 (51.2) | 382 (40.2) | 82 (8.6) | 532 (53.9) | 396 (40.1) | 58 (6.0) | 0.160713 |
| Rulla M Tamimi (2010) | Swedish | 333 (48.5) | 300 (43.6) | 54 (7.9) | 415 (56.2) | 273 (36.9) | 50 (6.9) | 0.575927 |
| Salma Butt (2012) | Swedish | 353 (50.8) | 278 (40.0) | 64 (9.2) | 780 (56.2) | 512 (36.9) | 95 (6.9) | 0.380434 |
| TV Gorodnova (2010) | Russian | 74 (52.8) | 50 (35.8) | 16 (11.7) | 77 (44.2) | 82 (47.2) | 15 (8.6) | 0.293717 |
A total of 29405 participants with 14306 case group numbers and 15099 control group numbers were included in this study. It includes name of the first author, publication date, the country of study population, the number of genotype in case-control group and theP value of HWE. Besides, the P value of HWE belongs to the control group and it help us find whether the control group meets the selection criteria(P > 0.05).
Figure 2The forest plot of different model.
(A) dominant model; (B) recessive model; (C) additive model; (D) allele frequency.
Figure 3The funnel plot of different model.
(A) dominant model; (B) recessive model; (C) additive model; (D) allele frequency.