Usage of Method: Gilbert–Varšamov Bound for Nets

Appears in the following modes: “Linear” (42225 times).

First 100   Last 25

IncarnationMode 
42001Digital (32, 75, 774)-net over F128Linear [i]
42002Digital (33, 75, 930)-net over F128Linear [i]
42003Digital (34, 75, 1129)-net over F128Linear [i]
42004Digital (35, 75, 1387)-net over F128Linear [i]
42005Digital (36, 75, 1725)-net over F128Linear [i]
42006Digital (44, 75, 17595)-net over F128Linear [i]
42007Digital (45, 75, 25897)-net over F128Linear [i]
42008Digital (46, 75, 39235)-net over F128Linear [i]
42009Digital (47, 75, 61385)-net over F128Linear [i]
42010Digital (48, 75, 99549)-net over F128Linear [i]
42011Digital (49, 75, 168068)-net over F128Linear [i]
42012Digital (53, 75, 2293194)-net over F128Linear [i]
42013Digital (54, 75, 5218440)-net over F128Linear [i]
42014Digital (31, 76, 611)-net over F128Linear [i]
42015Digital (32, 76, 726)-net over F128Linear [i]
42016Digital (33, 76, 866)-net over F128Linear [i]
42017Digital (34, 76, 1044)-net over F128Linear [i]
42018Digital (35, 76, 1272)-net over F128Linear [i]
42019Digital (36, 76, 1568)-net over F128Linear [i]
42020Digital (37, 76, 1957)-net over F128Linear [i]
42021Digital (45, 76, 20681)-net over F128Linear [i]
42022Digital (46, 76, 30610)-net over F128Linear [i]
42023Digital (47, 76, 46655)-net over F128Linear [i]
42024Digital (48, 76, 73466)-net over F128Linear [i]
42025Digital (49, 76, 119970)-net over F128Linear [i]
42026Digital (54, 76, 2889240)-net over F128Linear [i]
42027Digital (55, 76, 6651216)-net over F128Linear [i]
42028Digital (32, 77, 684)-net over F128Linear [i]
42029Digital (33, 77, 811)-net over F128Linear [i]
42030Digital (34, 77, 970)-net over F128Linear [i]
42031Digital (35, 77, 1173)-net over F128Linear [i]
42032Digital (36, 77, 1434)-net over F128Linear [i]
42033Digital (37, 77, 1773)-net over F128Linear [i]
42034Digital (45, 77, 16775)-net over F128Linear [i]
42035Digital (46, 77, 24309)-net over F128Linear [i]
42036Digital (47, 77, 36182)-net over F128Linear [i]
42037Digital (48, 77, 55480)-net over F128Linear [i]
42038Digital (49, 77, 87927)-net over F128Linear [i]
42039Digital (50, 77, 144581)-net over F128Linear [i]
42040Digital (55, 77, 3640212)-net over F128Linear [i]
42041Digital (56, 77, large)-net over F128Linear [i]
42042Digital (32, 78, 643)-net over F128Linear [i]
42043Digital (33, 78, 761)-net over F128Linear [i]
42044Digital (34, 78, 905)-net over F128Linear [i]
42045Digital (35, 78, 1086)-net over F128Linear [i]
42046Digital (36, 78, 1318)-net over F128Linear [i]
42047Digital (37, 78, 1616)-net over F128Linear [i]
42048Digital (38, 78, 2006)-net over F128Linear [i]
42049Digital (46, 78, 19615)-net over F128Linear [i]
42050Digital (47, 78, 28573)-net over F128Linear [i]
42051Digital (48, 78, 42769)-net over F128Linear [i]
42052Digital (49, 78, 65975)-net over F128Linear [i]
42053Digital (50, 78, 105234)-net over F128Linear [i]
42054Digital (51, 78, 174242)-net over F128Linear [i]
42055Digital (55, 78, 2108962)-net over F128Linear [i]
42056Digital (56, 78, 4586377)-net over F128Linear [i]
42057Digital (12, 20, 100712)-net over F256Linear [i]
42058Digital (13, 21, 222385)-net over F256Linear [i]
42059Digital (15, 24, 247672)-net over F256Linear [i]
42060Digital (15, 25, 79578)-net over F256Linear [i]
42061Digital (16, 26, 147354)-net over F256Linear [i]
42062Digital (17, 27, 272859)-net over F256Linear [i]
42063Digital (18, 29, 171137)-net over F256Linear [i]
42064Digital (18, 30, 71193)-net over F256Linear [i]
42065Digital (19, 30, 297964)-net over F256Linear [i]
42066Digital (19, 31, 117856)-net over F256Linear [i]
42067Digital (20, 32, 195108)-net over F256Linear [i]
42068Digital (20, 33, 86998)-net over F256Linear [i]
42069Digital (21, 33, 322999)-net over F256Linear [i]
42070Digital (21, 34, 138098)-net over F256Linear [i]
42071Digital (21, 35, 67707)-net over F256Linear [i]
42072Digital (22, 35, 219213)-net over F256Linear [i]
42073Digital (22, 36, 103721)-net over F256Linear [i]
42074Digital (23, 36, 347975)-net over F256Linear [i]
42075Digital (23, 37, 158893)-net over F256Linear [i]
42076Digital (23, 38, 81584)-net over F256Linear [i]
42077Digital (24, 38, 243416)-net over F256Linear [i]
42078Digital (24, 39, 121230)-net over F256Linear [i]
42079Digital (25, 39, 372901)-net over F256Linear [i]
42080Digital (24, 40, 66565)-net over F256Linear [i]
42081Digital (25, 40, 180144)-net over F256Linear [i]
42082Digital (25, 41, 96335)-net over F256Linear [i]
42083Digital (26, 41, 267690)-net over F256Linear [i]
42084Digital (26, 42, 139419)-net over F256Linear [i]
42085Digital (27, 42, 397782)-net over F256Linear [i]
42086Digital (20, 43, 1820)-net over F256Linear [i]
42087Digital (26, 43, 79102)-net over F256Linear [i]
42088Digital (27, 43, 201773)-net over F256Linear [i]
42089Digital (19, 44, 1012)-net over F256Linear [i]
42090Digital (27, 44, 111864)-net over F256Linear [i]
42091Digital (28, 44, 292017)-net over F256Linear [i]
42092Digital (21, 45, 1916)-net over F256Linear [i]
42093Digital (27, 45, 66713)-net over F256Linear [i]
42094Digital (28, 45, 158196)-net over F256Linear [i]
42095Digital (29, 45, 422624)-net over F256Linear [i]
42096Digital (21, 46, 1599)-net over F256Linear [i]
42097Digital (28, 46, 92440)-net over F256Linear [i]
42098Digital (29, 46, 223720)-net over F256Linear [i]
42099Digital (20, 47, 947)-net over F256Linear [i]
42100Digital (22, 47, 2012)-net over F256Linear [i]

First 100   Last 25