Table for CAN(4,k,2) for k up to 10000

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;4,k,2) 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).

Go to Global Menu.

Change t: - +

Change v: +

k N Source 5 16 orthogonal array 6 21 Johnson-Entringer 12 24 Special (Yan Jun) 13 34 Soriano 14 44 Greedy (Kuliamin) 15 46 Greedy (Kuliamin) 16 48 Greedy (Kuliamin) 17 49 Greedy (Kuliamin) 18 52 Greedy (Kuliamin) 20 55 Colbourn-Martirosyan-Trung-Walker 22 57 Colbourn-Martirosyan-Trung-Walker 24 61 Colbourn-Martirosyan-Trung-Walker 25 65 Greedy (Kuliamin) 26 72 Colbourn-Martirosyan-Trung-Walker 32 73 Greedy (Kuliamin) 33 83 IPOG-F (NIST) 34 84 IPOG-F (NIST) 35 85 IPOG-F (NIST) 36 86 IPOG-F (NIST) 37 88 IPOG-F (NIST) 39 89 IPOG-F (NIST) 41 90 IPOG-F (NIST) 43 91 IPOG-F (NIST) 45 92 IPOG-F (NIST) 46 94 IPOG-F (NIST) 47 96 IPOG-F (NIST) 49 97 IPOG-F (NIST) 51 98 IPOG-F (NIST) 53 99 IPOG-F (NIST) 55 101 IPOG-F (NIST) 59 103 IPOG-F (NIST) 61 104 IPOG-F (NIST) 62 106 IPOG-F (NIST) 64 107 IPOG-F (NIST) 65 108 IPOG-F (NIST) 67 109 IPOG-F (NIST) 68 110 IPOG-F (NIST) 71 111 IPOG-F (NIST) 72 112 IPOG-F (NIST) 78 114 IPOG-F (NIST) 80 115 IPOG-F (NIST) 144 116 Power 12^2 145 138 extend by one factor 148 141 IPOG-F (NIST) 152 142 IPOG-F (NIST) 155 143 IPOG-F (NIST) 162 145 IPOG-F (NIST) 165 146 IPOG-F (NIST) 169 147 IPOG-F (NIST) 173 148 IPOG-F (NIST) 175 149 IPOG-F (NIST) 178 150 IPOG-F (NIST) 185 151 IPOG-F (NIST) 190 153 IPOG-F (NIST) 195 154 IPOG-F (NIST) 199 155 IPOG-F (NIST) 207 156 IPOG-F (NIST) 209 157 IPOG-F (NIST) 215 158 IPOG-F (NIST) 218 159 IPOG-F (NIST) 223 160 IPOG-F (NIST) 228 161 IPOG-F (NIST) 231 163 IPOG-F (NIST) 242 164 IPOG-F (NIST) 246 165 IPOG-F (NIST) 252 166 IPOG-F (NIST) 254 167 IPOG-F (NIST) 262 168 IPOG-F (NIST) 275 169 IPOG-F (NIST) 279 170 IPOG-F (NIST) 281 171 IPOG-F (NIST) 289 172 IPOG-F (NIST) 308 174 IPOG-F (NIST) 309 175 IPOG-F (NIST) 312 176 IPOG-F (NIST) 313 177 IPOG-F (NIST) 321 178 IPOG-F (NIST) 328 179 IPOG-F (NIST) 341 180 IPOG-F (NIST) 347 181 IPOG-F (NIST) 355 182 IPOG-F (NIST) 363 183 IPOG-F (NIST) 366 184 IPOG-F (NIST) 383 185 IPOG-F (NIST) 389 186 IPOG-F (NIST) 405 187 IPOG-F (NIST) 408 188 IPOG-F (NIST) 412 189 IPOG-F (NIST) 423 190 IPOG-F (NIST) 433 191 IPOG-F (NIST) 438 192 IPOG-F (NIST) 444 193 IPOG-F (NIST) 457 194 IPOG-F (NIST) 478 195 IPOG-F (NIST) 483 196 IPOG-F (NIST) 489 197 IPOG-F (NIST) 506 198 IPOG-F (NIST) 517 199 IPOG-F (NIST) 529 200 IPOG-F (NIST) 533 201 IPOG-F (NIST) 546 202 IPOG-F (NIST) 552 203 IPOG-F (NIST) 571 204 IPOG-F (NIST) 575 205 IPOG-F (NIST) 596 206 IPOG-F (NIST) 599 207 IPOG-F (NIST) 1332 208 Power 12^3 1333 236 extend by one factor 1334 264 extend by one factor 1335 292 extend by one factor 2197 298 Power 13^3 2662 315 Colbourn-Martirosyan-Trung-Walker 2664 328 Colbourn-Martirosyan-Trung-Walker 2666 356 Colbourn-Martirosyan-Trung-Walker 2668 384 Colbourn-Martirosyan-Trung-Walker 2670 412 Colbourn-Martirosyan-Trung-Walker 3168 418 Colbourn-Martirosyan-Trung-Walker 3432 419 Colbourn-Martirosyan-Trung-Walker 4394 423 Colbourn-Martirosyan-Trung-Walker 10000 430 Power 13^4

Graph: