Table 5.
Naive Bayes | 0 | 0.5 | 1+ | 0 | 0.5 | 0.5 | 1+ | 0 | 1+ |
Accuracy | 80.1% | 81.8% | 94.0% | 98.3% | |||||
CI | 75.36 – 84.84% | 77.2 – 86.4% | 91.2 – 96.8% | 96.8 – 99.8% | |||||
G-mean | 81.5% | 74.2% | 74.2% | 77.1% | 77.1% | 84.9% | 84.9% | 93.8% | 93.8% |
Sensitivity | 92.2% | 61.3% | 76.0% | 92.2% | 64.5% | 100.0% | 72.0% | 100% | 88.0% |
Specificity | 72.0% | 89.9% | 98.8% | 64.5% | 92.2% | 72.0% | 100% | 88.0% | 100% |
Decision Tree | 0 | 0.5 | 1+ | 0 | 0.5 | 0.5 | 1+ | 0 | 1+ |
Accuracy | 80.5% | 81.0% | 94.1% | 97.7% | |||||
CI | 75.79 – 85.2% | 76.3 – 85.7% | 91.3–96.9% | 95.9– 99.5% | |||||
G-Mean | 79.9% | 73.4% | 89.1% | 75.8% | 75.8% | 94.1% | 94.1% | 95.6% | 95.6% |
Sensitivity | 94.2% | 58.1% | 80.0% | 92.2% | 62.4% | 94.6% | 92.0% | 100% | 84.0% |
Specificity | 67.8% | 92.7% | 99.2% | 62.4% | 92.2% | 92.0% | 94.6% | 84.0% | 100% |
Logistic Regression | 0 | 0.5 | 1+ | 0 | 0.5 | 0.5 | 1+ | 0 | 1+ |
Accuracy | 70.0% | 71.9% | 91.2% | 98.8% | |||||
CI | 64.6 – 75.5% | 66.6 – 77.2% | 87.8 – 94.6% | 97.5 – 100.0% | |||||
G-Mean | 67.1% | 60.9% | 81.9% | 65.6% | 65.6% | 81.2% | 81.2% | 96.5% | 96.5% |
Sensitivity | 85.5% | 44.2% | 68.8% | 84.1% | 51.2% | 95.8% | 68.8% | 99.3% | 93.8% |
Specificity | 52.7% | 83.9% | 97.6% | 51.2% | 84.1% | 68.8% | 95.8% | 93.8% | 99.3% |
Note: CI = confidence interval; G-mean = geometric mean.