Table 7.
A logistic regression model based on informative fusion types [Fx (III, IV, ETS)] and PSAD to predict risk of aggressive cancer on biopsy
Univariable logistic regression models | Multivariable logistic regression model1 | |||||||
Biopsy cohort (n) | Dependent variable | Diagnostic variable | OR (95% CI) | P | Overall accuracy (%) | OR (95% CI) | P | Overall accuracy (%)2 |
39 | Gleason score (≥7 or 6) | Fx (III, IV, ETS)3 | 2.06 (1.11–3.81) | 0.022 | 69.2 | 2.23 (1.09–4.59) | 0.029 | 79.54 |
PSAD5 | 21942.60 (7.80–6.18 × 107) | 0.014 | 71.8 | 51723.691 (11.54–2.31 × 108) | 0.011 |
PSAD, prostate-specific antigen density.
Hosmer–Lemeshow Goodness-of-Fit of logistic regression model: P = 0.910.
Defined as (true positives + true negatives)/all.
TMP:ERG subtype III, IV, or TMP:ETS (ETV 1, 4, or 5) (log-transformed continuous variable).
70.6% sensitivity and 86.4% specificity at 50% cut-off value.
PSAD continuous variable.