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| """Diagnose v9b's 100% FPR: per-source p95 distribution + threshold sweep. | |
| The conformal q=0.308 from training-time calibration flagged 12/12 OOD | |
| healthy as anomalies. That doesn't mean the JEPA model is bad — it likely | |
| means the calibration mix (Kaggle 4-class skulls + OpenNeuro skull- | |
| stripped + BraTS no-tumor) has a long tail that the OOD OpenNeuro samples | |
| happen to sit in. This script reads eval_v9b_jepa_results.csv and: | |
| 1. Histograms the per-image p95 by source (tumor vs healthy). | |
| 2. Computes per-image AUC for tumor-vs-healthy separation. | |
| 3. Sweeps thresholds to find the Pareto frontier. | |
| 4. Suggests an operational threshold that keeps recall high while | |
| dropping FPR to a usable level. | |
| """ | |
| from __future__ import annotations | |
| import csv | |
| from pathlib import Path | |
| import numpy as np | |
| ROOT = Path(__file__).resolve().parent.parent | |
| CSV = ROOT / 'samples' / 'ood' / 'eval_v9b_jepa_results.csv' | |
| def main(): | |
| rows = list(csv.DictReader(CSV.open(encoding='utf-8'))) | |
| for r in rows: | |
| for k in ('v9b_p95', 'v9b_max', 'v9b_mean'): | |
| r[k] = float(r[k]) | |
| r['v9b_ano_area'] = int(r['v9b_ano_area']) | |
| print('='*82) | |
| print('per-source p95 distribution (the score that conformal threshold acts on)') | |
| print('='*82) | |
| by_src = {} | |
| for r in rows: | |
| by_src.setdefault(r['source'], []).append(r) | |
| print(f'\n{"source":48s} GT n min p25 median p75 max') | |
| for src in sorted(by_src): | |
| rs = by_src[src]; gt = rs[0]['gt'] | |
| s = np.array([r['v9b_p95'] for r in rs]) | |
| print(f' {src:46s} {gt[:6]:6s} {len(rs):3d} ' | |
| f'{s.min():.3f} {np.percentile(s,25):.3f} {np.median(s):.3f} ' | |
| f'{np.percentile(s,75):.3f} {s.max():.3f}') | |
| # ============= AUC for tumor-vs-healthy on p95 ============= | |
| pos = [r['v9b_p95'] for r in rows if r['gt'] == 'tumor'] | |
| neg = [r['v9b_p95'] for r in rows if r['gt'] == 'no_tumor'] | |
| wins = ties = total = 0 | |
| for sp in pos: | |
| for sn in neg: | |
| if sp > sn: wins += 1 | |
| elif sp == sn: ties += 1 | |
| total += 1 | |
| auc = (wins + 0.5*ties) / total | |
| print(f'\n AUC(p95, tumor vs healthy) on OOD = {auc:.4f}') | |
| print(f' perfect separation would be 1.000; random = 0.500') | |
| # ============= threshold sweep ============= | |
| print('\n' + '='*82) | |
| print('THRESHOLD SWEEP on v9b p95 score') | |
| print('='*82) | |
| print(f' calibration time q = 0.308 (catches 100% recall but 100% FPR on this OOD set)') | |
| print() | |
| thresholds = sorted(set( | |
| list(np.arange(0.30, 0.60, 0.02)) | |
| + list(np.arange(0.60, 1.20, 0.05)) | |
| )) | |
| print(f' {"thr":>6s} recall FPR accuracy F1 missed_tumor_files') | |
| pareto_pts = [] | |
| for t in thresholds: | |
| TP = sum(1 for r in rows if r['gt']=='tumor' and r['v9b_p95'] > t) | |
| FN = sum(1 for r in rows if r['gt']=='tumor' and r['v9b_p95'] <= t) | |
| FP = sum(1 for r in rows if r['gt']=='no_tumor' and r['v9b_p95'] > t) | |
| TN = sum(1 for r in rows if r['gt']=='no_tumor' and r['v9b_p95'] <= t) | |
| recall = TP/(TP+FN) if TP+FN else 0 | |
| fpr = FP/(FP+TN) if FP+TN else 0 | |
| acc = (TP+TN)/len(rows) | |
| f1 = 2*TP/(2*TP+FP+FN) if 2*TP+FP+FN else 0 | |
| missed = sum(1 for r in rows if r['gt']=='tumor' and r['v9b_p95'] <= t) | |
| print(f' {t:>6.2f} {recall:>5.0%} {fpr:>5.0%} {acc:>6.0%} {f1:.2f} FN={missed}') | |
| pareto_pts.append((t, recall, fpr, acc, f1)) | |
| # Suggest operating points | |
| print('\n' + '='*82) | |
| print('SUGGESTED OPERATING POINTS') | |
| print('='*82) | |
| best_f1 = max(pareto_pts, key=lambda p: p[4]) | |
| print(f'\n best F1: t={best_f1[0]:.2f} recall={best_f1[1]:.0%} ' | |
| f'FPR={best_f1[2]:.0%} acc={best_f1[3]:.0%} F1={best_f1[4]:.2f}') | |
| high_recall = max((p for p in pareto_pts if p[1] >= 0.95), key=lambda p: -p[2], default=None) | |
| if high_recall: | |
| print(f' highest recall >= 95%: t={high_recall[0]:.2f} recall={high_recall[1]:.0%} ' | |
| f'FPR={high_recall[2]:.0%} acc={high_recall[3]:.0%} F1={high_recall[4]:.2f}') | |
| low_fpr = max((p for p in pareto_pts if p[2] <= 0.25), key=lambda p: p[1], default=None) | |
| if low_fpr: | |
| print(f' highest recall @ FPR <=25%: t={low_fpr[0]:.2f} recall={low_fpr[1]:.0%} ' | |
| f'FPR={low_fpr[2]:.0%} acc={low_fpr[3]:.0%} F1={low_fpr[4]:.2f}') | |
| if __name__ == '__main__': | |
| main() | |