Information on Result #2157535
There is no linear OA(2126, 4451, F2, 27) (dual of [4451, 4325, 28]-code), because 1 times truncation would yield linear OA(2125, 4450, F2, 26) (dual of [4450, 4325, 27]-code), but
- the Johnson bound shows that N ≤ 899820 867272 930844 007827 817917 168154 053109 454178 335981 906952 755750 354659 903334 157192 083499 765301 862222 867746 571583 129165 375022 429488 685494 939142 080319 634409 820798 217055 556684 366269 534427 786916 689811 358661 744158 259272 256337 305216 130823 809791 085036 932080 987005 415996 058498 192464 437698 720858 159317 246158 264246 411449 408994 424582 633206 317992 236109 611727 386897 110991 377328 469591 367010 090188 285996 915662 263542 316459 106590 144606 717733 812089 603317 511080 869633 705514 046488 765054 765415 355414 733929 026824 588681 517472 753367 715180 218989 787410 890797 101673 031013 453314 701426 990140 464787 882111 359912 400395 225914 966228 999096 128800 962119 782781 096574 850767 509101 113514 273485 919482 498553 341864 893857 064293 183233 659308 748137 964346 230531 656741 100193 283940 249184 106203 410722 768607 338267 807889 282920 620016 081661 611813 980425 634432 465824 836660 255667 379362 850818 146921 182235 664570 654623 054274 116082 186529 992046 721943 551593 153697 734743 125298 066000 639631 565649 636597 685040 185709 961354 813466 142888 364484 879335 629946 127810 556268 351073 950383 471451 436884 660101 390370 681842 559784 425288 386581 738352 809512 772827 100636 222393 681510 457624 798419 172310 577530 536325 799515 196356 853772 543004 262110 815360 721674 241160 119058 664143 238611 503028 506415 724121 221060 727571 388096 851418 209869 301093 081088 740081 022870 389539 890282 508021 829185 292355 781927 113228 < 24325 [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.