Information on Result #2157892
There is no linear OA(2140, 9384, F2, 27) (dual of [9384, 9244, 28]-code), because 1 times truncation would yield linear OA(2139, 9383, F2, 26) (dual of [9383, 9244, 27]-code), but
- the Johnson bound shows that N ≤ 52615 150157 927308 021644 517139 544862 022259 895669 546727 639464 827432 467590 627704 459421 286285 790750 138077 011464 171369 682340 178531 472349 130628 751048 447486 741900 033457 495712 765531 883498 097044 798439 915772 909891 570252 308585 281536 404057 162125 509481 759247 572231 238261 002275 377667 381994 775609 991965 125586 152604 360237 535872 003545 069981 327944 010704 230831 271924 641541 886500 153399 743566 426603 672400 009334 000542 605676 731094 039527 262054 201960 852972 701000 380620 902319 348911 817471 187242 592828 687849 708376 756166 524420 664460 025744 461684 836822 850215 724231 483878 549483 661025 457462 068207 425539 807639 516104 468411 572863 360352 005954 764251 588124 949439 913681 918987 965566 447538 022961 746272 614299 682700 465730 344804 985179 697026 076326 166009 450130 017509 271973 828116 547709 500304 954941 449312 750426 324336 843262 625503 483868 090196 935627 565516 005677 944129 753395 045216 134080 473538 526790 343856 049782 924155 110561 741426 312080 256572 620458 641609 150242 648274 835347 224048 527662 554776 491205 293669 986443 807860 874166 530941 534256 707076 027418 047720 603339 735809 806899 507129 742169 724155 736039 801597 930033 190698 694465 730683 480832 555352 069470 454611 280255 161123 309850 581380 804011 563851 140851 286240 042592 902137 388639 259801 796493 482557 125377 571670 790405 533543 902828 598523 884612 407571 686817 683173 594338 574338 772862 543487 552581 504103 815425 082817 623653 343842 620093 479984 771206 946483 704622 343277 050578 845246 528688 103966 576373 099652 927549 038570 040943 834100 154630 168453 172805 089751 810151 263395 525926 664372 747232 134256 958078 470556 316177 758775 868516 206878 744453 002113 447818 380929 947235 472522 230692 739442 455453 051218 950749 122271 783457 479964 896484 936587 309695 662131 133720 917837 215361 168384 945475 139824 724511 824116 324811 334134 861764 138789 019617 103084 694205 309880 217405 422141 140385 434313 446280 318225 837816 381709 693940 222671 136522 618139 305426 120739 583242 261391 488346 181908 654707 970366 659567 863821 017653 645382 460614 831022 035018 689060 054417 866832 192237 368239 472460 176936 236828 536478 211568 787247 027284 400847 727694 947594 901787 608953 962310 330705 297749 929829 601021 930544 511127 600535 794831 308471 511907 363234 844297 752930 901779 644614 253096 832860 947171 066276 132414 810781 010956 729726 635507 149803 544350 238500 629048 679208 466163 795618 898820 433836 720811 753965 110851 297190 494911 362758 410898 157294 599864 035340 133513 636642 268972 337654 623776 199991 296110 652222 771307 222699 220966 127695 338407 189166 119627 743591 811739 460617 047542 687619 067609 513952 230653 725889 736768 256960 824149 663560 885277 528689 971320 502238 375340 559076 573950 022392 455332 455651 487313 243472 781900 304472 624573 704608 883256 588067 898656 669308 191825 301973 840114 875415 777783 513847 320274 799824 506038 105659 781179 381275 488912 755358 449403 882825 298159 332580 407512 643369 008857 072771 231928 907464 712280 206515 816891 379986 482818 894170 162252 106743 155994 070569 052407 729490 317427 147703 573215 808502 029519 617392 836572 900394 065170 574608 < 29244 [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.