Information on Result #2156479
There is no linear OA(262, 3443, F2, 13) (dual of [3443, 3381, 14]-code), because 1 times truncation would yield linear OA(261, 3442, F2, 12) (dual of [3442, 3381, 13]-code), but
- the Johnson bound shows that N ≤ 6054 673590 726066 063674 679834 220197 077984 699568 711817 909081 005087 029401 459241 396467 318726 304623 362279 025475 027058 711450 838388 544291 923014 649592 724866 569981 214322 955970 062442 311166 971373 820367 253774 184878 302096 567121 227164 177800 899005 175497 889628 909308 357873 780012 589721 363569 211603 548894 127881 707837 451724 412381 898759 485931 843767 442130 403406 092262 187350 903645 441796 673655 150027 557486 940916 645357 593513 506972 977323 899945 851598 607829 821578 048820 001997 611525 889630 909052 802125 624467 173595 847583 051889 906287 251007 612055 812986 827173 841257 500961 098938 309393 474755 487180 369577 749235 988496 760412 708333 900279 346101 225699 824994 349887 699210 029278 021531 917357 546292 099986 663972 718674 815493 109441 643078 761485 943187 371669 486845 794084 696567 995458 441682 712671 446382 095357 170549 446479 170958 567157 159757 228509 403852 143913 258017 480069 022803 648375 537785 883928 509393 475891 231410 284195 314742 769831 461799 166354 489921 646866 478949 082932 620033 365753 055251 568955 708343 264134 783653 038625 503565 210819 679569 455011 921090 154797 184426 413033 429304 016385 < 23381 [i]
Mode: Bound (linear).
Optimality
Show details for fixed k and m, n and k, k and s, k and t, n and m, m and s, m and t, n and s, n and t.
Other Results with Identical Parameters
None.
Depending Results
None.