Table 2 shows the multivariate logistic regression results. Model 1 shows the results for the full model, which includes all the candidate risk factors in the logistic regression. When age, sex, DOD, HbA1c, BMI, SBP, education, income, NAA, and AA are all in the logistic regression model, only age, DOD, HbA1c, SBP, and NAA are significantly associated with severe DR and have
P values of 0.002, <0.0001, 0.016, <0.0001, and 0.016, respectively. Model 2 presents the results of the backward logistic regression analysis. The significance level for a variable staying in the model was 0.05. Education, AA, BMI, sex, and income were removed by the backward elimination, and only age (
P = 0.006), DOD (
P <0.0001), HbA1c (
P = 0.01), SBP (
P < 0.0001), and NAA (
P = 0.005) remained. Compared to the full model, the odds ratio (OR) and 95% confidence interval (CI) in the reduced model for age, DOD, HbA1c, SBP, and NAA showed similar effect size and 95% CI. Moreover, the reduced model with only the effects of DOD, HbA1c, SBP, and NAA had smaller Akaike Information Criterion and Bayes Information Criterion, which indicated better fit. To make the interpretation for NAA easier, we dichotomized NAA at 50% (the mean of NAA in cases) and categorized our data into subjects with higher and lower NAA. Model 3 shows the multivariate logistic regression using the dichotomized NAA along with age, DOD, HbA1c, and SBP. We see that age, DOD, HbA1c, and SBP remain significant, and showed similar effect size and 95% CI to model 2. The dichotomized NAA also is significant (
P = 0.002) with OR = 1.87 (95% CI, 1.26, 2.78), which means that the risk of having severe DR in Latino subjects with higher NAA (≥50%) is approximately 1.87 times that in those with lower NAA. The empirical
P value for NAA from permutation tests was 0.002; that is, of 1000 permutation tests, only 2 had
P values less than the observed
P value, 0.002.