In analyzing the ICA assessments made by the experts, the same random intercept model was used. The mean values of each of the four outcome parameters, as estimated by the random intercept model are shown in
Table 1. For parsimonious reasons, only the
P-values for estimated differences in the means are displayed. A statistically significant difference between the observers was detected in two of the outcome parameters (TISA 500, TISA 750), with a third one on the verge of significance (AOD 500).
Figure 2 shows the Bland-Altman plots for the four outcome parameters AOD 500, AOD 750, TISA 500, and TISA 750. There was a slightly significant difference in the AOD 500 (0.017 mm;
P = 0.01) which represents the difference between the two experts. The differences for the other outcome parameters were significant: 0.013 mm (
P = 0.01), 0.011 mm
2 (
P < 0.01), and 0.014 mm
2 (
P < 0.01) for AOD 750, TISA 500, and TISA 750, respectively.
Since there were no significant differences between the nasal and temporal CVs, the CVs were averaged for both sides. The mean CV for the two experts was 10.4% ± 5.7% for the AOD 500, 9.4% ± 4.5% for the AOD 750, 12.5% ± 7.0% for the TISA 500, and 10.5% ± 5.3% for the TISA 750. There were no statistically significant differences between the two experts.
Intraobserver ICCs for expert 1 were 0.881, 0.844, 0.889, and 0.887 for AOD 500, AOD 750, TISA 500, and TISA 750, respectively. For expert 2, the intraobserver ICCs were 0.935, 0.909, 0.987, and 0.936 for these parameters. Given their high values (mean ICC 0.875 ± 0.021 in expert 1 and 0.942 ± 0.033 in expert 2), as well as the fact that the replications did not differ significantly in the modeling approach, one ICA reading per each subject was obtained after averaging over the five repeated measurements. Thereafter, the interobserver ICC was computed: 0.988 for AOD 500 and AOD 750, 0.978 for TISA 500, and 0.987 for TISA 750.