Usage of Method: Repeating Each Code Word
Appears in the following modes: “Constructive and linear” (5172 times), “Linear” (16 times).
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| Incarnation | Mode | ||
|---|---|---|---|
| 5101 | Linear OA(128m, m+n, F128, 75) (dual of [m+n, n, 76]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5102 | Linear OA(128m, m+n, F128, 76) (dual of [m+n, n, 77]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5103 | Linear OA(128m, m+n, F128, 77) (dual of [m+n, n, 78]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5104 | Linear OA(128m, m+n, F128, 78) (dual of [m+n, n, 79]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5105 | Linear OA(256m, m+n, F256, 1) (dual of [m+n, n, 2]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5106 | Linear OA(256m, m+n, F256, 2) (dual of [m+n, n, 3]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5107 | Linear OA(256m, m+n, F256, 3) (dual of [m+n, n, 4]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5108 | Linear OA(256m, m+n, F256, 4) (dual of [m+n, n, 5]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5109 | Linear OA(256m, m+n, F256, 5) (dual of [m+n, n, 6]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5110 | Linear OA(256m, m+n, F256, 6) (dual of [m+n, n, 7]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5111 | Linear OA(256m, m+n, F256, 7) (dual of [m+n, n, 8]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5112 | Linear OA(256m, m+n, F256, 8) (dual of [m+n, n, 9]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5113 | Linear OA(256m, m+n, F256, 9) (dual of [m+n, n, 10]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5114 | Linear OA(256m, m+n, F256, 10) (dual of [m+n, n, 11]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5115 | Linear OA(256m, m+n, F256, 11) (dual of [m+n, n, 12]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5116 | Linear OA(256m, m+n, F256, 12) (dual of [m+n, n, 13]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5117 | Linear OA(256m, m+n, F256, 13) (dual of [m+n, n, 14]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5118 | Linear OA(256m, m+n, F256, 14) (dual of [m+n, n, 15]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5119 | Linear OA(256m, m+n, F256, 15) (dual of [m+n, n, 16]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5120 | Linear OA(256m, m+n, F256, 16) (dual of [m+n, n, 17]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5121 | Linear OA(256m, m+n, F256, 17) (dual of [m+n, n, 18]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5122 | Linear OA(256m, m+n, F256, 18) (dual of [m+n, n, 19]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5123 | Linear OA(256m, m+n, F256, 19) (dual of [m+n, n, 20]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5124 | Linear OA(256m, m+n, F256, 20) (dual of [m+n, n, 21]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5125 | Linear OA(256m, m+n, F256, 21) (dual of [m+n, n, 22]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5126 | Linear OA(256m, m+n, F256, 22) (dual of [m+n, n, 23]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5127 | Linear OA(256m, m+n, F256, 23) (dual of [m+n, n, 24]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5128 | Linear OA(256m, m+n, F256, 24) (dual of [m+n, n, 25]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5129 | Linear OA(256m, m+n, F256, 25) (dual of [m+n, n, 26]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5130 | Linear OA(256m, m+n, F256, 26) (dual of [m+n, n, 27]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5131 | Linear OA(256m, m+n, F256, 27) (dual of [m+n, n, 28]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5132 | Linear OA(256m, m+n, F256, 28) (dual of [m+n, n, 29]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5133 | Linear OA(256m, m+n, F256, 29) (dual of [m+n, n, 30]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5134 | Linear OA(256m, m+n, F256, 30) (dual of [m+n, n, 31]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5135 | Linear OA(256m, m+n, F256, 31) (dual of [m+n, n, 32]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5136 | Linear OA(256m, m+n, F256, 32) (dual of [m+n, n, 33]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5137 | Linear OA(256m, m+n, F256, 33) (dual of [m+n, n, 34]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5138 | Linear OA(256m, m+n, F256, 34) (dual of [m+n, n, 35]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5139 | Linear OA(256m, m+n, F256, 35) (dual of [m+n, n, 36]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5140 | Linear OA(256m, m+n, F256, 36) (dual of [m+n, n, 37]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5141 | Linear OA(256m, m+n, F256, 37) (dual of [m+n, n, 38]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5142 | Linear OA(256m, m+n, F256, 38) (dual of [m+n, n, 39]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5143 | Linear OA(256m, m+n, F256, 39) (dual of [m+n, n, 40]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5144 | Linear OA(256m, m+n, F256, 40) (dual of [m+n, n, 41]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5145 | Linear OA(256m, m+n, F256, 41) (dual of [m+n, n, 42]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5146 | Linear OA(256m, m+n, F256, 42) (dual of [m+n, n, 43]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5147 | Linear OA(256m, m+n, F256, 43) (dual of [m+n, n, 44]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5148 | Linear OA(256m, m+n, F256, 44) (dual of [m+n, n, 45]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5149 | Linear OA(256m, m+n, F256, 45) (dual of [m+n, n, 46]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5150 | Linear OA(256m, m+n, F256, 46) (dual of [m+n, n, 47]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5151 | Linear OA(256m, m+n, F256, 47) (dual of [m+n, n, 48]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5152 | Linear OA(256m, m+n, F256, 48) (dual of [m+n, n, 49]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5153 | Linear OA(256m, m+n, F256, 49) (dual of [m+n, n, 50]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5154 | Linear OA(256m, m+n, F256, 50) (dual of [m+n, n, 51]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5155 | Linear OA(256m, m+n, F256, 51) (dual of [m+n, n, 52]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5156 | Linear OA(256m, m+n, F256, 52) (dual of [m+n, n, 53]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5157 | Linear OA(256m, m+n, F256, 53) (dual of [m+n, n, 54]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5158 | Linear OA(256m, m+n, F256, 54) (dual of [m+n, n, 55]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5159 | Linear OA(256m, m+n, F256, 55) (dual of [m+n, n, 56]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5160 | Linear OA(256m, m+n, F256, 56) (dual of [m+n, n, 57]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5161 | Linear OA(256m, m+n, F256, 57) (dual of [m+n, n, 58]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5162 | Linear OA(256m, m+n, F256, 58) (dual of [m+n, n, 59]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5163 | Linear OA(256m, m+n, F256, 59) (dual of [m+n, n, 60]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5164 | Linear OA(256m, m+n, F256, 60) (dual of [m+n, n, 61]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5165 | Linear OA(256m, m+n, F256, 61) (dual of [m+n, n, 62]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5166 | Linear OA(256m, m+n, F256, 62) (dual of [m+n, n, 63]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5167 | Linear OA(256m, m+n, F256, 63) (dual of [m+n, n, 64]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5168 | Linear OA(256m, m+n, F256, 64) (dual of [m+n, n, 65]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5169 | Linear OA(256m, m+n, F256, 65) (dual of [m+n, n, 66]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5170 | Linear OA(256m, m+n, F256, 66) (dual of [m+n, n, 67]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5171 | Linear OA(256m, m+n, F256, 67) (dual of [m+n, n, 68]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5172 | Linear OA(256m, m+n, F256, 68) (dual of [m+n, n, 69]-code) with arbitrarily large m for all sufficiently large n | Constructive and linear | [i] |
| 5173 | Linear OA(2m, m+n, F2, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5174 | Linear OA(3m, m+n, F3, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5175 | Linear OA(4m, m+n, F4, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5176 | Linear OA(5m, m+n, F5, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5177 | Linear OA(7m, m+n, F7, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5178 | Linear OA(8m, m+n, F8, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5179 | Linear OA(9m, m+n, F9, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5180 | Linear OA(16m, m+n, F16, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5181 | Linear OA(25m, m+n, F25, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5182 | Linear OA(27m, m+n, F27, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5183 | Linear OA(32m, m+n, F32, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5184 | Linear OA(49m, m+n, F49, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5185 | Linear OA(64m, m+n, F64, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5186 | Linear OA(81m, m+n, F81, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5187 | Linear OA(128m, m+n, F128, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |
| 5188 | Linear OA(256m, m+n, F256, k) (dual of [m+n, n, k+1]-code) with arbitrarily large values for k and n provided that m is sufficiently large | Constructive and linear | [i] |