Usage of Method: Codes Constructed by Inverting Construction Y1
Appears in the following modes: “Constructive and linear” (43 times).
Incarnation | Mode | ||
---|---|---|---|
1 | Linear OA(312, 95, F3, 5) (dual of [95, 83, 6]-code) | Constructive and linear | [i] |
2 | Linear OA(313, 103, F3, 5) (dual of [103, 90, 6]-code) | Constructive and linear | [i] |
3 | Linear OA(313, 42, F3, 6) (dual of [42, 29, 7]-code) | Constructive and linear | [i] |
4 | Linear OA(314, 53, F3, 6) (dual of [53, 39, 7]-code) | Constructive and linear | [i] |
5 | Linear OA(316, 92, F3, 6) (dual of [92, 76, 7]-code) | Constructive and linear | [i] |
6 | Linear OA(317, 108, F3, 6) (dual of [108, 91, 7]-code) | Constructive and linear | [i] |
7 | Linear OA(411, 81, F4, 5) (dual of [81, 70, 6]-code) | Constructive and linear | [i] |
8 | Linear OA(412, 106, F4, 5) (dual of [106, 94, 6]-code) | Constructive and linear | [i] |
9 | Linear OA(222, 155, F2, 6) (dual of [155, 133, 7]-code) | Constructive and linear | [i] |
10 | Linear OA(223, 162, F2, 6) (dual of [162, 139, 7]-code) | Constructive and linear | [i] |
11 | Linear OA(222, 49, F2, 8) (dual of [49, 27, 9]-code) | Constructive and linear | [i] |
12 | Linear OA(225, 72, F2, 8) (dual of [72, 47, 9]-code) | Constructive and linear | [i] |
13 | Linear OA(226, 77, F2, 8) (dual of [77, 51, 9]-code) | Constructive and linear | [i] |
14 | Linear OA(311, 85, F3, 5) (dual of [85, 74, 6]-code) | Constructive and linear | [i] |
15 | Linear OA(311, 27, F3, 6) (dual of [27, 16, 7]-code) | Constructive and linear | [i] |
16 | Linear OA(312, 34, F3, 6) (dual of [34, 22, 7]-code) | Constructive and linear | [i] |
17 | Linear OA(315, 85, F3, 6) (dual of [85, 70, 7]-code) | Constructive and linear | [i] |
18 | Linear OA(313, 29, F3, 7) (dual of [29, 16, 8]-code) | Constructive and linear | [i] |
19 | Linear OA(314, 35, F3, 7) (dual of [35, 21, 8]-code) | Constructive and linear | [i] |
20 | Linear OA(47, 20, F4, 5) (dual of [20, 13, 6]-code) | Constructive and linear | [i] |
21 | Linear OA(48, 27, F4, 5) (dual of [27, 19, 6]-code) | Constructive and linear | [i] |
22 | Linear OA(49, 36, F4, 5) (dual of [36, 27, 6]-code) | Constructive and linear | [i] |
23 | Linear OA(410, 26, F4, 6) (dual of [26, 16, 7]-code) | Constructive and linear | [i] |
24 | Linear OA(55, 12, F5, 4) (dual of [12, 7, 5]-code) | Constructive and linear | [i] |
25 | Linear OA(56, 30, F5, 4) (dual of [30, 24, 5]-code) | Constructive and linear | [i] |
26 | Linear OA(57, 44, F5, 4) (dual of [44, 37, 5]-code) | Constructive and linear | [i] |
27 | Linear OA(58, 78, F5, 4) (dual of [78, 70, 5]-code) | Constructive and linear | [i] |
28 | Linear OA(59, 137, F5, 4) (dual of [137, 128, 5]-code) | Constructive and linear | [i] |
29 | Linear OA(57, 28, F5, 5) (dual of [28, 21, 6]-code) | Constructive and linear | [i] |
30 | Linear OA(59, 33, F5, 5) (dual of [33, 24, 6]-code) | Constructive and linear | [i] |
31 | Linear OA(59, 44, F5, 5) (dual of [44, 35, 6]-code) | Constructive and linear | [i] |
32 | Linear OA(510, 68, F5, 5) (dual of [68, 58, 6]-code) | Constructive and linear | [i] |
33 | Linear OA(511, 102, F5, 5) (dual of [102, 91, 6]-code) | Constructive and linear | [i] |
34 | Linear OA(59, 27, F5, 6) (dual of [27, 18, 7]-code) | Constructive and linear | [i] |
35 | Linear OA(510, 33, F5, 6) (dual of [33, 23, 7]-code) | Constructive and linear | [i] |
36 | Linear OA(511, 45, F5, 6) (dual of [45, 34, 7]-code) | Constructive and linear | [i] |
37 | Linear OA(511, 33, F5, 7) (dual of [33, 22, 8]-code) | Constructive and linear | [i] |
38 | Linear OA(77, 14, F7, 6) (dual of [14, 7, 7]-code) | Constructive and linear | [i] |
39 | Linear OA(78, 19, F7, 6) (dual of [19, 11, 7]-code) | Constructive and linear | [i] |
40 | Linear OA(86, 16, F8, 5) (dual of [16, 10, 6]-code) | Constructive and linear | [i] |
41 | Linear OA(87, 15, F8, 6) (dual of [15, 8, 7]-code) | Constructive and linear | [i] |
42 | Linear OA(88, 21, F8, 6) (dual of [21, 13, 7]-code) | Constructive and linear | [i] |
43 | Linear OA(98, 22, F9, 6) (dual of [22, 14, 7]-code) | Constructive and linear | [i] |