Information on Result #2157435
There is no linear OA(2122, 3597, F2, 27) (dual of [3597, 3475, 28]-code), because 1 times truncation would yield linear OA(2121, 3596, F2, 26) (dual of [3596, 3475, 27]-code), but
- the Johnson bound shows that N ≤ 119 887942 530251 789774 285168 552464 496767 719583 652040 113689 426214 253054 795341 177184 223932 808901 533389 127679 125145 421866 905913 363665 666054 430017 671146 331505 279989 972550 515275 919635 075913 620936 776942 771598 670818 129815 227711 004492 757080 286567 256849 752492 328471 679713 434565 993859 462847 575819 307660 875202 227824 348304 434587 066676 957838 921550 599780 831433 591951 071065 023044 274434 184454 435613 406956 224504 791671 807870 234851 138235 671201 006203 361060 076506 359609 772146 298207 475324 216659 587754 364670 787933 338021 175806 940134 818865 187618 650278 430909 419884 131936 934257 670085 655229 866000 352571 463739 422360 613726 003046 194692 065488 816704 354311 473710 015584 922591 979026 598707 423798 374313 274731 960902 512341 441812 313252 480044 106913 094010 477724 447183 340491 433160 715186 463885 610611 868816 971778 939813 404275 905725 498813 891447 415463 381548 486945 663924 635722 077044 752399 103073 209728 173780 987627 484957 220464 921538 481363 761021 912283 184112 980551 693790 616927 356512 778121 913020 288210 997150 358701 345359 377601 811716 358106 067537 963100 697563 919064 318143 428093 581386 460371 814815 387682 826080 < 23475 [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.