Table for CAN(2,k,19) for k up to 20000

Last Updated Sat Feb 22 09:21:55 MST 2014

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,19) 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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kNSource
20361orthogonal array
21462Add a symbol (binary)
22497projection (C) postop NCK
24499projection (C) postop NCK
25502projection (C) postop NCK
26504projection (C) postop NCK
27507projection (C) postop NCK
28509projection (C) postop TJ-SA
29572projection (C) postop NCK
30574projection (C) postop NCK
31576projection (C) postop NCK
32577projection (C) postop NCK
33637projection (C) postop NCK
34638projection (C) postop NCK
35640projection (C) postop NCK
36645projection (C) postop NCK
45660Fix 6 symbols (LCDST)
46673Fix 6 symbols (LCDST)
47686Fix 6 symbols (LCDST)
50698simulated annealing (Torres-Jimenez)
399703PCAx2PCA
400720Direct product
456776Direct product
457793Direct product generalized
480794Direct product
500815Direct product generalized
501826Direct product generalized
503827Direct product generalized
505829Direct product generalized
509830Direct product generalized
512831Direct product generalized
517832Direct product generalized
519833Direct product generalized
520834Direct product generalized
521845Direct product generalized
522846Direct product generalized
524848Direct product generalized
540849Direct product
560851Direct product
561879Direct product generalized
562880Direct product generalized
564881Direct product generalized
565882Direct product generalized
570883Direct product generalized
576884Direct product generalized
577885Direct product generalized
578886Direct product generalized
580887Direct product generalized
583897Direct product generalized
585898Direct product generalized
586899Direct product generalized
589901Direct product generalized
593902Direct product generalized
596903Direct product generalized
599904Direct product generalized
600907Direct product generalized
603917Direct product generalized
620918Direct product
640919Direct product
648922Direct product
672924Direct product
678944Direct product generalized
684945Direct product generalized
700946Direct product generalized
705959Direct product generalized
714960Direct product generalized
719961Direct product generalized
725962Direct product generalized
727963Direct product generalized
728964Direct product generalized
729978Direct product generalized
742979Direct product generalized
745980Direct product generalized
755981Direct product generalized
756982Direct product generalized
768992Direct product
770998Direct product generalized
784999Direct product
8881002PCAx2PCA
9001014Direct product
9081015PCAx2PCA
9201027Direct product
9281028PCAx2PCA
9521040PCAx2PCA
79611045PCAx2PCA
79801062Direct product
80001079Direct product
91201118Direct product
91391135Direct product generalized
95821136PCAx2PCA
96001153Direct product
96801157PCAx2PCA
100001158PCAxPCA
100141168Direct product generalized
100521169Direct product generalized
100911171Direct product generalized
101681172Direct product generalized
102251173Direct product generalized
103201174Direct product generalized
103591175Direct product generalized
103781176Direct product generalized
103791177Direct product generalized
104001179PCAxPCA
104121187Direct product generalized
104311188Direct product generalized
104691190Direct product generalized
109441191Direct product
111721193Direct product
112001210PCAxPCA
114181213Direct product generalized
115001214Direct product generalized
115201227Direct product
115341228Direct product generalized
117191229Direct product generalized
118311230Direct product generalized
120001231Direct product
120201233Direct product generalized
120381238Direct product generalized
120671245Direct product generalized
121281246Direct product generalized
121581247Direct product generalized
122561248Direct product generalized
123181249Direct product generalized
123461250Direct product generalized
124801251Direct product generalized
125001252Direct product generalized
125391253Direct product generalized
125421254Direct product generalized
125601255Direct product generalized
125641257Direct product generalized
125801258Direct product generalized
125811259Direct product generalized
125831260Direct product generalized
127681261Direct product
129351264PCAx2PCA
129601265PCAxPCA
134141266PCAx2PCA
134401268PCAxPCA
135201286PCAx2PCA
136801287PCAx2PCA
140001288PCAx2PCA
140401305PCAxPCA
140601306PCAxPCA
141801307PCAxPCA
145601308PCAxPCA
145801323PCAxPCA
146001324PCAxPCA
148201325PCAxPCA
151201326PCAxPCA
153301334PCAx2PCA
153601336PCAxPCA
155521338Direct product
161281341Direct product
177271344PCAx2PCA
179551356Direct product
181261357PCAx2PCA
183541369Direct product
185251370PCAx2PCA
190381382PCAx2PCA
200001387Direct product
 Graph: