| { |
| "rows": 1048, |
| "predicted_class_counts": { |
| "AKIEC": 30, |
| "BCC": 520, |
| "BEN_OTH": 7, |
| "BKL": 100, |
| "DF": 7, |
| "INF": 10, |
| "MAL_OTH": 0, |
| "MEL": 64, |
| "NV": 160, |
| "SCCKA": 140, |
| "VASC": 10 |
| }, |
| "mean_probability": { |
| "AKIEC": 0.047740478068590164, |
| "BCC": 0.42427435517311096, |
| "BEN_OTH": 0.010617469437420368, |
| "BKL": 0.1232416108250618, |
| "DF": 0.009757091291248798, |
| "INF": 0.011935821734368801, |
| "MAL_OTH": 0.0009750282624736428, |
| "MEL": 0.07275562733411789, |
| "NV": 0.14589694142341614, |
| "SCCKA": 0.14128467440605164, |
| "VASC": 0.011520903557538986 |
| }, |
| "median_probability": { |
| "AKIEC": 0.006115779280662537, |
| "BCC": 0.3939172625541687, |
| "BEN_OTH": 0.00031108042458072305, |
| "BKL": 0.038408175110816956, |
| "DF": 0.0002367475681239739, |
| "INF": 0.0005242314655333757, |
| "MAL_OTH": 4.6914130507502705e-05, |
| "MEL": 0.0026011166628450155, |
| "NV": 0.0033067455515265465, |
| "SCCKA": 0.016426239162683487, |
| "VASC": 0.00013654018403030932 |
| }, |
| "mean_confidence": 0.7500953674316406, |
| "median_confidence": 0.7891206741333008, |
| "mean_top1_top2_gap": 0.5957076549530029, |
| "median_top1_top2_gap": 0.6594384908676147, |
| "mean_entropy": 0.7045638561248779, |
| "median_entropy": 0.7079070806503296, |
| "low_confidence_threshold": 0.5, |
| "low_confidence_rows": 152 |
| } |
