The comparisons of baseline characteristics were performed between worse and better VF eyes using paired
t-tests. Baseline characteristics were compared between groups 1 and 2 using the Student's
t-test for continuous parameters and the χ
2 test for categorical parameters. We conducted the Student's
t-tests to assess the difference of various variables between two groups with Bonferroni correction for multiple comparisons (α = 0.013; four comparisons). To analyze factors associated with the intereye difference, the differences (Δ) between the paired eyes were calculated for the measured parameters. The difference was always calculated as “eye with better VF − eye with worse VF.” In each group, the correlations of structural and functional parameters between worse and better eyes were analyzed for each of the following pairs: MD of worse eyes versus MD of better eyes, MD of worse eyes versus MD difference between eyes, average RNFLT of worse eyes, and average RNFL of better eyes. Next, to analyze the differences in the structure–function relationship between each group, the correlations between the VF threshold values and corresponding RNFLT/GCIPLT were evaluated by linear regression analyses, with VF threshold values as the dependent variable and RNFLT/GCIPLT as the independent variable. For any particular regression model, the degree of correlation between two variables is expressed as Pearson's correlation coefficient, the R value. We assessed the significance of differences between any two correlation coefficients, to compare the correlation coefficients between VF threshold values in group 1 and that in group 2.
17 In addition, intergroup comparisons of regional VF threshold values and the corresponding RNFL/GCIPL parameters were made using the Student's
t-test. Finally, to find out factors related to the MD of the worse eye, simple and multiple linear regression analyses were conducted. The dependent variables were MD of the worse eye. Age, average RNFLT of the worse eye, average GCIPLT of the worse eye, baseline intraocular pressure (IOP) of the worse eye, vertical cup-to-disc ratio of the worse eye, and the sighting eye choice of better or worse eyes, which showed differences of borderline significances (
P < 0.150) in the simple linear regression analyses, were included as the independent variables in the analyses. To develop the final multiple linear regression model, a backward elimination process was used. The parameters, MD of worse eye and better eye, and MD difference between eyes were heteroscedastic. Therefore, for all regressions involving heteroscedastic parameters, weighted regressions were performed. For statistical analyses, SPSS statistical software for Windows, version 20.0 (IBM, Armonk, NY, USA) was used. A
P value less than .05 was considered statistically significant.