Statistical analyses were conducted using R (version 4.4.2) and RStudio (version 2024.04.2). To compare BCVA and LLVA across different DR severity levels, linear mixed models were used, with LLVA or BCVA letter scores as the dependent variable, patient as a random effect, and DR severity (a categorical variable) as a fixed effect. Because both eyes from the same patient may not be independent, linear mixed models were used to account for intra-subject correlation. Following this, Dunnett's test was conducted to compare the BCVA and LLVA of each DR severity group with the no apparent DR group.
To assess the associations between vision and retinal ischemia, linear mixed models were used, with LLVA or BCVA letter scores as the dependent variable, and the patient included as a random effect. Several variables, including GPD-SCP, GPD-DCP, posterior ischemia, peripheral ischemia, age, sex, DM duration, DM type, HbA1c, axial length, lens status, a history of hypertension, ischemic heart disease, renal impairment, and cerebrovascular disease, were initially tested individually using univariate analyses to evaluate their statistical associations with the dependent variables. Explanatory variables that showed significant associations were subsequently included in final linear mixed models to identify fixed effects contributing to changes in LLVA and BCVA. Multicollinearity between explanatory variables was evaluated using the Variance Inflation Factor. A Q-Q plot and residual plot were used to assess the normality and homoscedasticity of the residuals, respectively. These plots indicated that the assumptions of normality and homoscedasticity were reasonably met.
To assess the unadjusted associations between LLVA and posterior retinal ischemia, Kendall's rank correlation analyses were performed using one eye per subject. When data from both eyes were available, the right eye was used; when only one eye was available, that eye was included in the analysis.
A P value of < 0.05 was considered statistically significant for all statistical analyses.