Error in Table
In the original publication [
1], there was a mistake in Table 18. Some data points on Row # 39 and # 40 in Table 18 were missing inadvertently. The corrected
Table 18 appears below. The authors state that the scientific conclusions are unaffected. This correction was approved by the Academic Editor. The original publication has also been updated.
Table 18.
Representation of original data reconstruction by GANs for Dataset 2.
Reference
- Kousar, A.; Ahmed, S.; Khan, Z.A. A Deep Learning Approach for Real-Time Intrusion Mitigation in Automotive Controller Area Networks. World Electr. Veh. J. 2025, 16, 492. [Google Scholar] [CrossRef]
Table 18.
Representation of original data reconstruction by GANs for Dataset 2.
| DoS Intrusion |
| Best Reconstructed Data |
| Original Value | 0.007843137 | 0.04705882 | 0.004784689 | 0.019607843 | 0.003968254 |
| Reconstructed Value | 0.0075861 | 0.0465696 | 0.0037233 | 0.0183325 | 0.0024771 |
| Reconstruction Error | 0.00025706 | 0.00048924 | 0.0010614 | 0.0012754 | 0.0014912 |
| Error Ratio | 0.032775 | 0.010396 | 0.22182 | 0.065043 | 0.37578 |
| Worst Reconstructed Data |
| Original Value | 0.968253968 | 0.984313725 | 0.979057592 | 0.988235294 | 0.996078431 |
| Reconstructed Value | 0.0089633 | 0.0064030 | 0.000980555 | 0.0061639 | 0.0012052 |
| Reconstruction Error | 0.95929 | 0.97791 | 0.97808 | 0.98207 | 0.99487 |
| Error Ratio | 0.99074 | 0.99349 | 0.999 | 0.99376 | 0.99879 |
| Reconstruction Error () = 0.1473 0.1349 |
| Fuzzy Intrusion |
| Best Reconstructed Data |
| Original Value | 0.117647059 | 0.11372549 | 0.035294118 | 0.066666667 | 0.074509804 |
| Reconstructed Value | 0.1176597 | 0.1137034 | 0.0352124 | 0.0665476 | 0.0746459 |
| Reconstruction Error | 1.2592 × 10−5 | 2.2083 × 10−5 | 8.1761 × 10−5 | 1.191 × 10−4 | 1.3612 × 10−4 |
| Error Ratio | 0.00010703 | 0.00019418 | 0.0023166 | 0.0017865 | 0.0018268 |
| Worst Reconstructed Data |
| Original Value | 0.980392157 | 0.949019608 | 0.929411765 | 0.945098039 | 0.976470588 |
| Reconstructed Value | 0.1312901 | 0.0984343 | 0.0726554 | 0.0552933 | 0.0850940 |
| Reconstruction Error | 0.8491 | 0.85059 | 0.85676 | 0.8898 | 0.89138 |
| Error Ratio | 0.86608 | 0.89628 | 0.92183 | 0.94149 | 0.91286 |
| Reconstruction Error () = 0.2023 0.0922 |
| Spoofing (Gear) Intrusion |
| Best Reconstructed Data |
| Original Value | 0.004784689 | 0.019607843 | 0.178010471 | 0.004784689 | 0.062745098 |
| Reconstructed Value | 0.0046932 | 0.0197156 | 0.1781214 | 0.0045282 | 0.0623568 |
| Reconstruction Error | 9.1474 × 10−5 | 1.0777 × 10−4 | 1.1096 × 10−4 | 2.5652 × 10−4 | 3.8834 × 10−4 |
| Error Ratio | 0.019118 | 0.0054963 | 0.00062334 | 0.053613 | 0.0061891 |
| Worst Reconstructed Data |
| Original Value | 0.91372549 | 0.929411765 | 0.964705882 | 0.976470588 | 0.945098039 |
| Reconstructed Value | 0.0092011 | 0.0049451 | 0.0322466 | 0.0401472 | 0.0066587 |
| Reconstruction Error | 0.90452 | 0.92447 | 0.93246 | 0.93632 | 0.93844 |
| Error Ratio | 0.98993 | 0.99468 | 0.96657 | 0.95889 | 0.99295 |
| Reconstruction Error () = 0.1867 0.0849 |
| Spoofing (RPM) Intrusion |
| Best Reconstructed Data |
| Original Value | 0.141176471 | 0.882352941 | 0.125490196 | 0.031372549 | 0.141176471 |
| Reconstructed Value | 0.1412281 | 0.8824174 | 0.1253147 | 0.0311787 | 0.1414160 |
| Reconstruction Error | 0.000051594 | 0.00006444 | 0.00017554 | 0.00019388 | 0.00023951 |
| Error Ratio | 0.00036546 | 0.000073032 | 0.0013989 | 0.00618 | 0.0016965 |
| Worst Reconstructed Data |
| Original Value | 0.980392157 | 0.956862745 | 0.984313725 | 0.988235294 | 0.996078431 |
| Reconstructed Value | 0.1335045 | 0.1035433 | 0.1278326 | 0.0753057 | 0.0731756 |
| Reconstruction Error | 0.84689 | 0.85332 | 0.85648 | 0.91293 | 0.9229 |
| Error Ratio | 0.86383 | 0.89179 | 0.87013 | 0.9238 | 0.92654 |
| Reconstruction Error () = 0.1664 0.0739 |
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