Information on Result #2156960
There is no linear OA(297, 3519, F2, 21) (dual of [3519, 3422, 22]-code), because 1 times truncation would yield linear OA(296, 3518, F2, 20) (dual of [3518, 3422, 21]-code), but
- the Johnson bound shows that N ≤ 13286 661896 639367 274175 155726 223643 257993 317167 232175 830870 086071 033017 425475 958616 853602 646140 080999 250575 908753 282909 241258 663962 655040 204031 983531 700888 570641 087955 389912 112853 917712 800407 556478 428575 989119 820452 997173 954769 803288 666821 355106 908056 398018 053676 202078 428179 528906 408454 185027 977257 837457 016191 522878 854152 993740 050525 275308 954096 003617 092389 834722 553944 144119 771102 039422 855605 751821 833263 589417 933275 021308 242502 968421 726821 723681 476627 015949 363485 874482 965150 395816 560177 240488 510774 510960 945458 126536 282174 741818 270685 839425 415847 856180 035043 619050 729449 478032 044069 723662 507099 028192 317135 252242 960122 252549 701558 363510 785370 030023 268011 194915 872238 193030 724589 413526 213857 254053 324470 601713 677536 821393 665259 708844 960842 948570 545159 358336 599333 728098 975713 921785 064317 330948 285199 648972 637651 355155 817422 373774 101371 373377 889060 788562 851694 857698 426397 646496 259577 617191 255370 767345 016313 334682 933689 925669 044012 069877 764371 550872 160539 999247 286339 579404 306934 606362 591463 063832 651567 109186 388152 121151 102894 < 23422 [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.