Usage of Method: Dual of MDS Code Is Again an MDS Code
Appears in the following modes: “Bound (linear)” (14 times).
| Incarnation | Mode | ||
|---|---|---|---|
| 1 | No linear OA(3230, 34, F32, 30) (dual of [34, 4, 31]-code or 34-arc in PG(29,32)) | Bound (linear) | [i] |
| 2 | No linear OA(3229, 34, F32, 29) (dual of [34, 5, 30]-code or 34-arc in PG(28,32)) | Bound (linear) | [i] |
| 3 | No linear OA(3228, 34, F32, 28) (dual of [34, 6, 29]-code or 34-arc in PG(27,32)) | Bound (linear) | [i] |
| 4 | No linear OA(3227, 34, F32, 27) (dual of [34, 7, 28]-code or 34-arc in PG(26,32)) | Bound (linear) | [i] |
| 5 | No linear OA(4948, 51, F49, 48) (dual of [51, 3, 49]-code or 51-arc in PG(47,49)) | Bound (linear) | [i] |
| 6 | No linear OA(4947, 51, F49, 47) (dual of [51, 4, 48]-code or 51-arc in PG(46,49)) | Bound (linear) | [i] |
| 7 | No linear OA(4946, 51, F49, 46) (dual of [51, 5, 47]-code or 51-arc in PG(45,49)) | Bound (linear) | [i] |
| 8 | No linear OA(6462, 66, F64, 62) (dual of [66, 4, 63]-code or 66-arc in PG(61,64)) | Bound (linear) | [i] |
| 9 | No linear OA(6461, 66, F64, 61) (dual of [66, 5, 62]-code or 66-arc in PG(60,64)) | Bound (linear) | [i] |
| 10 | No linear OA(6460, 66, F64, 60) (dual of [66, 6, 61]-code or 66-arc in PG(59,64)) | Bound (linear) | [i] |
| 11 | No linear OA(6459, 66, F64, 59) (dual of [66, 7, 60]-code or 66-arc in PG(58,64)) | Bound (linear) | [i] |
| 12 | No linear OA(8180, 83, F81, 80) (dual of [83, 3, 81]-code or 83-arc in PG(79,81)) | Bound (linear) | [i] |
| 13 | No linear OA(8179, 83, F81, 79) (dual of [83, 4, 80]-code or 83-arc in PG(78,81)) | Bound (linear) | [i] |
| 14 | No linear OA(8178, 83, F81, 78) (dual of [83, 5, 79]-code or 83-arc in PG(77,81)) | Bound (linear) | [i] |