Usage of Method: Lower Bound on t for Nets with Strength k = 2 and Arbitrarily Large Dimension s
Appears in the following modes: “Bound” (16 times).
| Incarnation | Mode | ||
|---|---|---|---|
| 1 | No (m−2, m, s)-net in base 2 with bounded m for arbitrarily large s | Bound | [i] |
| 2 | No (m−2, m, s)-net in base 3 with bounded m for arbitrarily large s | Bound | [i] |
| 3 | No (m−2, m, s)-net in base 4 with bounded m for arbitrarily large s | Bound | [i] |
| 4 | No (m−2, m, s)-net in base 5 with bounded m for arbitrarily large s | Bound | [i] |
| 5 | No (m−2, m, s)-net in base 7 with bounded m for arbitrarily large s | Bound | [i] |
| 6 | No (m−2, m, s)-net in base 8 with bounded m for arbitrarily large s | Bound | [i] |
| 7 | No (m−2, m, s)-net in base 9 with bounded m for arbitrarily large s | Bound | [i] |
| 8 | No (m−2, m, s)-net in base 16 with bounded m for arbitrarily large s | Bound | [i] |
| 9 | No (m−2, m, s)-net in base 25 with bounded m for arbitrarily large s | Bound | [i] |
| 10 | No (m−2, m, s)-net in base 27 with bounded m for arbitrarily large s | Bound | [i] |
| 11 | No (m−2, m, s)-net in base 32 with bounded m for arbitrarily large s | Bound | [i] |
| 12 | No (m−2, m, s)-net in base 49 with bounded m for arbitrarily large s | Bound | [i] |
| 13 | No (m−2, m, s)-net in base 64 with bounded m for arbitrarily large s | Bound | [i] |
| 14 | No (m−2, m, s)-net in base 81 with bounded m for arbitrarily large s | Bound | [i] |
| 15 | No (m−2, m, s)-net in base 128 with bounded m for arbitrarily large s | Bound | [i] |
| 16 | No (m−2, m, s)-net in base 256 with bounded m for arbitrarily large s | Bound | [i] |