Table for CAN(2,k,25) for k up to 20000

Last Updated Wed Jan 4 20:01:55 MST 2012

Locate the k in the first column that is at least as large as the number of factors in which you are interested. Then let N be the number of rows (tests) given in the second column. A CA(N;2,k,25) exists according to a construction in the reference (cryptically) given in the third column. The accompanying graph plots N vertically against log k (base 10).

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k N Source 26 625 orthogonal array 28 719 projection (C) postop TJ-SA 29 725 projection (C) postop NCK 30 726 projection (C) postop TJ-SA 31 820 projection (C) postop NCK 32 823 projection (C) postop NCK 33 826 projection (C) postop NCK 34 828 projection (C) postop TJ-SA 35 914 projection (C) postop NCK 36 917 projection (C) postop NCK 37 919 projection (C) postop NCK 38 923 projection (C) postop TJ-SA 40 970 projection (C) postop NCK 50 1181 projection (C) postop TJ-SA 70 1219 simulated annealing (Torres-Jimenez) 675 1225 PCAx2PCA 676 1248 Direct product 700 1274 Direct product 701 1297 Direct product generalized 728 1298 Direct product 754 1325 Direct product 780 1326 Direct product 784 1371 Direct product 785 1373 Direct product generalized 812 1374 Direct product 840 1375 Direct product 843 1423 Direct product generalized 844 1424 Direct product generalized 853 1425 Direct product generalized 876 1426 Direct product generalized 900 1427 Direct product 924 1475 Direct product 925 1476 Direct product generalized 952 1477 Direct product 962 1519 Direct product 963 1524 Direct product generalized 988 1525 Direct product 992 1527 Direct product generalized 996 1528 Direct product generalized 1020 1529 Direct product 1036 1568 Direct product 1040 1570 Direct product 1064 1574 Direct product 1082 1618 Direct product generalized 1120 1619 Direct product 1140 1624 PCAxPCA 1156 1631 Direct product 1169 1670 Direct product generalized 1200 1671 Direct product 1202 1719 Direct product generalized 1227 1720 Direct product generalized 1230 1721 Direct product generalized 1259 1722 Direct product generalized 1260 1725 Direct product generalized 1292 1726 PCAxPCA 1294 1750 Direct product generalized 1296 1770 Direct product generalized 1321 1771 Direct product generalized 1329 1772 Direct product generalized 1360 1773 Direct product 1370 1813 Direct product generalized 1406 1817 PCAxPCA 1752 1819 PCAx2PCA 17525 1825 PCAx2PCA 17550 1848 Direct product 17576 1871 Direct product 18200 1874 Direct product 18225 1897 Direct product generalized 18904 1898 PCAx2PCA 18928 1921 Direct product 18952 1922 Direct product generalized 19600 1923 Direct product 20000 1926 Direct product

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