Table 3.
Fibrous cap status | Univariate model | Multivariate model | |||||
---|---|---|---|---|---|---|---|
Thick | Thin | Ruptured | OR (95%CI) | p | OR (95%CI) | p | |
Slice based | |||||||
N | 565 | 194 | 39 | ||||
Hemorrhage present (%) | 27 (5) | 54(28) | 25(64) | 12.78 (8.33-19.61) | <0.001 | 5.91 (2.66-13.12) | <0.001 |
%LRNC (OR: per 10%) | 20.1 ±11.8* | 33.4 ±15.0* | 41.3 ±19.3* | 1.95 (1.53-2.47) | <0.001 | 1.49 (1.04-2.13) | 0.02 |
Artery based | |||||||
N | 43 | 50 | 16 | ||||
Hemorrhage present (%) | 0 (0) | 10(20) | 14(88) | NA† | <0.001‡ | NA† | <0.001‡ |
Maximum %LRNC (OR: per 10%) | 22.5 ±11.0* | 39.4 ±12.2* | 53.1±13.8* | 3.33 (1.94-5.71) | <0.001 | 1.83 (1.18-2.84) § | 0.003§ |
Mean ± SD;
OR cannot be computed for 3-level cap status variable from ordinal logistic regression; for ruptured vs. thin cap unadjusted OR = 28 (95% CI, 5-130, p < 0.001), adjusted OR = 17 (95% CI, 3-108, p = 0.002).
p-value from linear regression analysis;
ordinal logistic regression stratified on hemorrhage presence/absence.