Univariate logistic regression results from white control subjects and with myopic spherical equivalent between −0.75 and −4.00 D are displayed in
Table 4. Eight SNPs showed no significant association, but four were of interest for significance at the 0.05 level:
VDR SNPs rs3819545 and rs2853559 and
GC SNPs rs7041 and rs4588 (
P = 0.03, 0.01, 0.005, and 0.04, respectively). All SNPs were placed into a multivariate logistic model with age and sex (
Table 4). No two-way interaction terms added substantially to the model
R 2 and were not analyzed further. The multivariate model for the sample as a whole resulted in a significant effect for age, no effect for sex, and significant effects for three SNPs within
VDR (rs2239182, rs3819545, and rs2853559) and one within
GC (rs7041). Three of these four SNPs are mentioned above for the white sample as a whole. SNP rs3819545 showed the greatest linkage disequilibrium, albeit limited, with rs2189480 (
Fig. 1) and replaced it here compared with results for white subjects at all levels of myopia. The
P-values for the three significant SNPs rs2239182, rs3819545, and rs2853559, within
VDR in the multivariate analysis (0.007, 0.003, and 0.0035;
Table 4), were all significant after adjustment for multiple comparisons; however, SNP rs7041 within
GC was not significant after adjustment for multiple comparisons. The model
R 2 increased by a substantial 12 percentage points with the addition of the four SNPs over the model with the demographic factors alone, from 0.17 to 0.29. Multivariate odds ratios for these SNPs are presented in
Table 5. There was some evidence of dose–response behavior in the
VDR SNPs by virtue of the numerically increasing odds ratios, but the 95% confidence intervals for one and two copies of the risk alleles were overlapping.