Table 16 Experiment 2 - Results of the analysis of Euclidean Distance (all strengths)
From: An algorithm for combinatorial interaction testing: definitions and rigorous evaluations
i | Euclidean | Euclidean | Euclidean | Euclidean | Euclidean |
|---|---|---|---|---|---|
| Â | Distance â ACTS | Distance â IPOGF | Distance â jenny | Distance â PICT | Distance - IPO-TConfig |
1 | 30.2 | 34.25376 | 3.126339e+01 | 30.0 | 29.4 |
2 | 24.0 | 24.45240 | 2.403032e+01 | 24.0 | 24.0 |
3 | 20.0 | 23.64149 | 2.302671e+01 | 22.0 | 21.2 |
4 | 30.0 | 36.82662 | 3.263703e+01 | 33.0 | 32.0 |
5 | 36.0 | 41.68117 | 3.824911e+01 | 36.0 | 37.2 |
6 | 56.0 | 64.99261 | 5.747287e+01 | 59.0 | 58.4 |
7 | 60.4 | 63.10277 | 6.262871e+01 | 60.0 | 65.0 |
8 | 73.8 | 88.55123 | 7.726934e+01 | 73.0 | 75.4 |
9 | 225.2 | 281.81128 | 2.491693e+02 | 244.0 | 238.0 |
10 | 160.2 | 151.87482 | 1.640817e+02 | 162.0 | 164.0 |
⊠| ⊠| ⊠| ⊠| ⊠| ⊠|
20 | 2523.0 | 117983.01608 | 4.123941e+04 | 2530.0 | 2590.8 |
21 | 768.8 | 1070.65296 | 8.145790e+02 | 758.0 | 764.8 |
22 | 961.0 | 1163.62637 | 1.009413e+03 | 934.0 | 957.0 |
23 | 614.2 | 799.74498 | 6.468449e+02 | 603.0 | 640.8 |
24 | 1274.8 | 3309.79266 | 7.856099e+03 | 1271.0 | 2268.0 |
25 | 3414.4 | 140138.76666 | 2.634307e+05 | 3374.0 | 6308.0 |
26 | 3645.4 | 133219.16188 | 2.393899e+05 | 3583.0 | 4237.6 |
27 | 1311.0 | 5700.77912 | 4.674461e+04 | 1318.0 | 2324.0 |
28 | 943.8 | 1249.43131 | 7.111379e+03 | 940.0 | 1620.0 |
29 | 2348.8 | 13992.60905 | 8.271590e+04 | 2303.0 | 4324.0 |
30 | 487.2 | 556.19741 | 5.392609e+02 | 504.0 | 451.2 |
⊠| ⊠| ⊠| ⊠| ⊠| ⊠|
40 | 308.2 | 344.40546 | 3.160750e+02 | 303.0 | 317.0 |
41 | 1310.6 | 5352.50891 | 6.203907e+05 | 1324.0 | 2698.8 |
42 | 188.4 | 213.49005 | 1.940438e+02 | 187.0 | 210.4 |
43 | 3893.6 | 301379.27998 | 1.580947e+05 | 3900.0 | 7780.0 |
44 | 1082.4 | 4493.69065 | 9.001308e+03 | 1094.0 | 2488.8 |
45 | 228.2 | 230.91280 | 2.512118e+02 | 230.0 | 227.0 |
46 | 513.6 | 554.51922 | 5.447095e+02 | 506.0 | 536.6 |
47 | 1262.2 | 1672.73134 | 7.159649e+03 | 1275.0 | 2524.0 |
48 | 64.4 | 86.16728 | 7.211915e+01 | 68.0 | 71.6 |
49 | 12.8 | 17.02939 | 1.540589e+01 | 13.0 | 15.0 |
50 | 72.2 | 97.43100 | 7.694289e+01 | 74.0 | 76.6 |
⊠| ⊠| ⊠| ⊠| ⊠| ⊠|
60 | 235.0 | 1038.16209 | 2.537152e+02 | 236.0 | 255.6 |
61 | 112.4 | 298.63081 | 1.081020e+02 | 106.0 | 108.2 |
62 | 151.0 | 169.40106 | 1.593580e+02 | 149.0 | 168.0 |
63 | 239.0 | 1093.02578 | 2.375884e+02 | 234.0 | 234.0 |
64 | 1440.0 | 1440.79978 | 2.880001e+03 | 1440.0 | 1440.0 |
65 | 576.0 | 576.07347 | 5.765385e+02 | 523.4 | 576.0 |
66 | 5045.8 | 398648.10830 | 2.641278e+05 | 5056.0 | 10084.0 |
67 | 4235.0 | 22245.98615 | 2.951324e+05 | 4166.0 | 7696.0 |
68 | 160.6 | 146.47266 | 1.741181e+02 | 162.0 | 144.0 |
69 | 15632.6 | 177.68331 | 9.149951e+06 | 15743.0 | 322.0 |
70 | 1566.6 | 771.97049 | 8.203877e+05 | 1565.0 | 3049.6 |
⊠| ⊠| ⊠| ⊠| ⊠| ⊠|
80 | 42.4 | 44.41126 | 4.600265e+01 | 44.0 | 43.0 |
\(\bar {x}\) | 962.485 | 21781.67 | 172885.3 | 958.88 | 1290.382 |