Usage of Method: Gilbert–Varšamov Bound for Nets

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

First 100   Last 25

IncarnationMode 
41801Digital (35, 56, 51973)-net over F128Linear [i]
41802Digital (36, 56, 101432)-net over F128Linear [i]
41803Digital (40, 56, 3722897)-net over F128Linear [i]
41804Digital (24, 57, 587)-net over F128Linear [i]
41805Digital (25, 57, 748)-net over F128Linear [i]
41806Digital (26, 57, 972)-net over F128Linear [i]
41807Digital (27, 57, 1288)-net over F128Linear [i]
41808Digital (34, 57, 20553)-net over F128Linear [i]
41809Digital (35, 57, 35841)-net over F128Linear [i]
41810Digital (36, 57, 66239)-net over F128Linear [i]
41811Digital (37, 57, 130940)-net over F128Linear [i]
41812Digital (41, 57, 5144716)-net over F128Linear [i]
41813Digital (25, 58, 680)-net over F128Linear [i]
41814Digital (26, 58, 872)-net over F128Linear [i]
41815Digital (27, 58, 1139)-net over F128Linear [i]
41816Digital (28, 58, 1520)-net over F128Linear [i]
41817Digital (35, 58, 25622)-net over F128Linear [i]
41818Digital (36, 58, 45155)-net over F128Linear [i]
41819Digital (37, 58, 84423)-net over F128Linear [i]
41820Digital (41, 58, 2330090)-net over F128Linear [i]
41821Digital (42, 58, 7109547)-net over F128Linear [i]
41822Digital (23, 59, 405)-net over F128Linear [i]
41823Digital (25, 59, 623)-net over F128Linear [i]
41824Digital (26, 59, 789)-net over F128Linear [i]
41825Digital (27, 59, 1017)-net over F128Linear [i]
41826Digital (28, 59, 1337)-net over F128Linear [i]
41827Digital (35, 59, 18896)-net over F128Linear [i]
41828Digital (36, 59, 31941)-net over F128Linear [i]
41829Digital (37, 59, 56889)-net over F128Linear [i]
41830Digital (38, 59, 107600)-net over F128Linear [i]
41831Digital (42, 59, 3155534)-net over F128Linear [i]
41832Digital (43, 59, large)-net over F128Linear [i]
41833Digital (25, 60, 575)-net over F128Linear [i]
41834Digital (26, 60, 719)-net over F128Linear [i]
41835Digital (27, 60, 916)-net over F128Linear [i]
41836Digital (28, 60, 1187)-net over F128Linear [i]
41837Digital (29, 60, 1569)-net over F128Linear [i]
41838Digital (36, 60, 23331)-net over F128Linear [i]
41839Digital (37, 60, 39820)-net over F128Linear [i]
41840Digital (38, 60, 71672)-net over F128Linear [i]
41841Digital (39, 60, 137140)-net over F128Linear [i]
41842Digital (43, 60, 4273397)-net over F128Linear [i]
41843Digital (26, 61, 660)-net over F128Linear [i]
41844Digital (27, 61, 831)-net over F128Linear [i]
41845Digital (28, 61, 1063)-net over F128Linear [i]
41846Digital (29, 61, 1385)-net over F128Linear [i]
41847Digital (36, 61, 17526)-net over F128Linear [i]
41848Digital (37, 61, 28808)-net over F128Linear [i]
41849Digital (38, 61, 49644)-net over F128Linear [i]
41850Digital (39, 61, 90299)-net over F128Linear [i]
41851Digital (44, 61, 5787268)-net over F128Linear [i]
41852Digital (26, 62, 609)-net over F128Linear [i]
41853Digital (27, 62, 759)-net over F128Linear [i]
41854Digital (28, 62, 960)-net over F128Linear [i]
41855Digital (29, 62, 1234)-net over F128Linear [i]
41856Digital (30, 62, 1617)-net over F128Linear [i]
41857Digital (37, 62, 21450)-net over F128Linear [i]
41858Digital (38, 62, 35571)-net over F128Linear [i]
41859Digital (39, 62, 61891)-net over F128Linear [i]
41860Digital (40, 62, 113767)-net over F128Linear [i]
41861Digital (44, 62, 2736916)-net over F128Linear [i]
41862Digital (45, 62, 7837437)-net over F128Linear [i]
41863Digital (26, 63, 566)-net over F128Linear [i]
41864Digital (27, 63, 697)-net over F128Linear [i]
41865Digital (28, 63, 873)-net over F128Linear [i]
41866Digital (29, 63, 1109)-net over F128Linear [i]
41867Digital (30, 63, 1434)-net over F128Linear [i]
41868Digital (38, 63, 26253)-net over F128Linear [i]
41869Digital (39, 63, 43923)-net over F128Linear [i]
41870Digital (40, 63, 77160)-net over F128Linear [i]
41871Digital (41, 63, 143334)-net over F128Linear [i]
41872Digital (45, 63, 3640950)-net over F128Linear [i]
41873Digital (46, 63, large)-net over F128Linear [i]
41874Digital (27, 64, 645)-net over F128Linear [i]
41875Digital (28, 64, 799)-net over F128Linear [i]
41876Digital (29, 64, 1004)-net over F128Linear [i]
41877Digital (30, 64, 1282)-net over F128Linear [i]
41878Digital (31, 64, 1666)-net over F128Linear [i]
41879Digital (38, 64, 19886)-net over F128Linear [i]
41880Digital (39, 64, 32133)-net over F128Linear [i]
41881Digital (40, 64, 54236)-net over F128Linear [i]
41882Digital (41, 64, 96198)-net over F128Linear [i]
41883Digital (46, 64, 4843597)-net over F128Linear [i]
41884Digital (28, 65, 735)-net over F128Linear [i]
41885Digital (29, 65, 915)-net over F128Linear [i]
41886Digital (30, 65, 1155)-net over F128Linear [i]
41887Digital (31, 65, 1482)-net over F128Linear [i]
41888Digital (39, 65, 24143)-net over F128Linear [i]
41889Digital (40, 65, 39330)-net over F128Linear [i]
41890Digital (41, 65, 66971)-net over F128Linear [i]
41891Digital (42, 65, 119932)-net over F128Linear [i]
41892Digital (46, 65, 2419342)-net over F128Linear [i]
41893Digital (47, 65, 6443493)-net over F128Linear [i]
41894Digital (28, 66, 681)-net over F128Linear [i]
41895Digital (29, 66, 839)-net over F128Linear [i]
41896Digital (30, 66, 1048)-net over F128Linear [i]
41897Digital (31, 66, 1330)-net over F128Linear [i]
41898Digital (32, 66, 1715)-net over F128Linear [i]
41899Digital (39, 66, 18572)-net over F128Linear [i]
41900Digital (40, 66, 29312)-net over F128Linear [i]

First 100   Last 25