Information on Result #2156991
There is no linear OA(298, 3771, F2, 21) (dual of [3771, 3673, 22]-code), because 1 times truncation would yield linear OA(297, 3770, F2, 20) (dual of [3770, 3673, 21]-code), but
- the Johnson bound shows that N ≤ 48 131582 116378 415797 122440 187395 921293 190785 196347 763267 047479 615945 847224 297884 327944 702249 409665 064422 420798 112152 555753 523670 512690 753303 803339 971789 433997 398113 763144 492063 029378 194819 877347 560449 731212 973126 973002 103090 927307 441861 386061 098285 523067 244024 402119 116554 112580 382104 806215 169859 349711 238692 716220 094051 279087 170764 069186 626931 594205 143512 832638 074066 075682 364855 265543 013012 014106 164508 118495 201658 173941 813300 340798 701254 644483 758324 820898 384483 777065 102310 032843 945906 795670 685044 653363 134455 754263 434793 980929 584864 791509 742213 906339 948638 898444 849777 651968 373736 027433 539748 130169 036998 324239 163427 807712 707092 631807 979973 173541 717234 257303 769524 124385 010568 411638 251884 576775 826663 501797 666605 448102 390010 195102 919054 813827 529680 146519 376079 021847 016251 818734 909397 431162 893216 382799 242077 576305 517293 379130 219867 660522 472753 358228 185843 625525 772878 211347 299029 265492 523534 072088 957517 917465 434218 664639 185084 857291 025826 798082 404066 479465 640566 321581 190919 712041 640171 789048 024584 535850 287537 865684 482006 195198 541086 880125 167121 021338 804117 953794 041897 664039 158696 405636 465495 014652 < 23673 [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.