Table for CAN(5,k,23) for k up to 10000

Last Updated Tue Jan 31 05:19:54 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;5,k,23) 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
246436343orthogonal array
269765621orthogonal array fuse fuse
2814348899orthogonal array fuse fuse fuse fuse
4814758571Martirosyan-Tran van Trung
5220881187Martirosyan-Tran van Trung
5428574611Martirosyan-Tran van Trung
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5831765829Martirosyan-Tran van Trung
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6431798581Martirosyan-Tran van Trung
6832122007Martirosyan-Tran van Trung
7032134289Martirosyan-Tran van Trung
7232142477Martirosyan-Tran van Trung
7432465903Martirosyan-Tran van Trung
7632469997Martirosyan-Tran van Trung
7832474091Martirosyan-Tran van Trung
8032486373Martirosyan-Tran van Trung
8232650133Martirosyan-Tran van Trung
8432666509Martirosyan-Tran van Trung
9433047251Martirosyan-Tran van Trung
9637120067Martirosyan-Tran van Trung
10244564135Martirosyan-Tran van Trung
10447348191Martirosyan-Tran van Trung
10857081455Martirosyan-Tran van Trung
11257093737Martirosyan-Tran van Trung
11660272673Martirosyan-Tran van Trung
12060293143Martirosyan-Tran van Trung
12460362741Martirosyan-Tran van Trung
12860370929Martirosyan-Tran van Trung
13660694355Martirosyan-Tran van Trung
13860706637Martirosyan-Tran van Trung
53064363420Power N-CT23^2+1
53182297578Add a factor
55397433986Power CT25^2Arc(3)
105898568560Martirosyan-Tran van Trung
1060104201352Martirosyan-Tran van Trung
1062122135510Martirosyan-Tran van Trung
1128124504902Power N-CT47^2T23
1222127834180Power N-CT47^2T21
2116128726840Power CT23^3Tlev
2210132827130Power N-CT47^2+1
10000135162743perfect hash family21,12167,23,c
 Graph: