A precision-recall curve and its average precision (AUC-PR) describe classifier performance, and are often more informative than ROC when the outcome is heavily imbalanced.
When the positive class is rare (< 5%), high specificity is easy and ROC AUC inflates. PR curves use precision (= PPV) on the y-axis instead of (1 − specificity), so they're prevalence-sensitive in the way ROC isn't.
Average precision = area under the PR curve, computed as the trapezoidal integral over the (recall, precision) pairs at each unique threshold.
Continuous predictor + binary outcome.
PR curve plot + AUC-PR.
Baseline AUC-PR = prevalence (not 0.5). Compare improvement over baseline, not over a fixed 0.5 reference.