Table 4.
Study | Cases | Controls | Genes | Mutations | Genotypes | Methods | Odds Ratio 95% (CI) | P value |
---|---|---|---|---|---|---|---|---|
They, TP et al., 2011 [40] | 91 | 182 | MTHFR | C677T | T allele and Stroke | PCR | 1.1 (0.59–2.04) | 0.303Ω |
T allele and atherothrombotic subtype stroke | 2.1 (1.17–3.8) | 0.012Ω | ||||||
They, TP et al., 2013 [41] | 91 | 182 |
MTHFR* F2 |
C677T G20210A |
677TT/CC 20210GA/GG |
PCR-RFLP |
4.99 (1.75–14.2) 5.29 (1.63–17.1) |
0.001∏ 0.005∑ |
Diakite, B et al., 2014 [39] | 165 | 182 | eNOS | G894 T | TT vs. GG + GT Recessive | PCR-RFLP | 2,68 (1,08-6,70) | 0.034 Δ |
GT + TT vs. GG Dominant | 1.78 (1,16–2,73) | 0.009 Δ | ||||||
T vs. G Additive models | 1.71 (1,21–2,43) | 0.003 Δ | ||||||
Diakite, B et al., 2015 [37] | 170 | 211 | FV | C2491T | T allèle | PCR-RFLP | 3.77 (2.70–5.25) | < 0.0001** |
CT | 4.08 (2.55–6.49) | |||||||
TT | 8.95 (4.15–19.29) | |||||||
Diakite, B et al., 2016 [38] | 175 | 201 | APOA5 | T1131C | CC | PCR-RFLP | 2.86 (1.24–6.58) | 0.014 ⋿ |
C allele | 1.54 (1.01–2.33) | |||||||
ALOX5AP | SG13S114 | TT | PCR-RFLP | 2.57 (1.49–4.83) | 0.009 ⋿ | |||
T allele | 1.59 (1.16–2.19) | 0.008 ⋿ | ||||||
Balar, K et al., 2014 [36] | 165† | MTHFR | Facteurs de risque ‡ | CT/TT | – | – | NS ^ |
PCR-RFLP Polymerase Chain Reaction-Restriction Fragment Length Polymorphism, *Synergistic effect of MTHFR C677T and F2 G20210A polymorphisms on ischemic stroke. †Prospective study, ‡Age/Diabetes/High Blood Pressure/Smoking/Alcoholism/ Cholesterol, NS: Not significant, ΩHardy– Weinberg equilibrium tests were performed for MTHFR C677T polymorphism separately among cases and controls with the use of Fisher’s exact test, ∏Univariate analysis for the combined polymorphisms, ∑multivariate analysis for the combined polymorphisms, ΔThe law of the genotype distribution for G894 T eNOS polymorphism among disease cases and controls were performed with Hardy–Weinberg equilibrium test with the use of χ2 test, **Significant; HWE, Hardy–Weinberg equilibrium, ⋿Hardy–Weinberg equilibrium test with the use of χ2 test or Fisher test, ^the multivariate analysis (logistic regression)