Usage of Method: Logical Equivalence (for Sequences)
Appears in the following modes: “Bound” (4782 times), “Bound (linear)” (4766 times).
First 100 Prev 100 Next 100 Last 48
| Incarnation | Mode | ||
|---|---|---|---|
| 1 | No (-1, 1)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 2 | No (-1, 1)-sequence in base 3 (for arbitrarily large k) | Bound | [i] |
| 3 | No (-1, 1)-sequence in base 4 (for arbitrarily large k) | Bound | [i] |
| 4 | No (-1, 1)-sequence in base 5 (for arbitrarily large k) | Bound | [i] |
| 5 | No (-1, 1)-sequence in base 7 (for arbitrarily large k) | Bound | [i] |
| 6 | No (-1, 1)-sequence in base 8 (for arbitrarily large k) | Bound | [i] |
| 7 | No (-1, 1)-sequence in base 9 (for arbitrarily large k) | Bound | [i] |
| 8 | No (-1, 1)-sequence in base 16 (for arbitrarily large k) | Bound | [i] |
| 9 | No (-1, 1)-sequence in base 25 (for arbitrarily large k) | Bound | [i] |
| 10 | No (-1, 1)-sequence in base 27 (for arbitrarily large k) | Bound | [i] |
| 11 | No (-1, 1)-sequence in base 32 (for arbitrarily large k) | Bound | [i] |
| 12 | No (-1, 1)-sequence in base 49 (for arbitrarily large k) | Bound | [i] |
| 13 | No (-1, 1)-sequence in base 64 (for arbitrarily large k) | Bound | [i] |
| 14 | No (-1, 1)-sequence in base 81 (for arbitrarily large k) | Bound | [i] |
| 15 | No (-1, 1)-sequence in base 128 (for arbitrarily large k) | Bound | [i] |
| 16 | No (-1, 1)-sequence in base 256 (for arbitrarily large k) | Bound | [i] |
| 17 | No (0, 3)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 18 | No (0, m, 3)-net in base 2 with m > ∞ | Bound | [i] |
| 19 | No (1, 5)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 20 | No (1, m, 5)-net in base 2 with m > ∞ | Bound | [i] |
| 21 | No (2, 6)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 22 | No (2, m, 6)-net in base 2 with m > ∞ | Bound | [i] |
| 23 | No (3, 7)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 24 | No (3, m, 7)-net in base 2 with m > ∞ | Bound | [i] |
| 25 | No (4, 9)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 26 | No (4, m, 9)-net in base 2 with m > ∞ | Bound | [i] |
| 27 | No (5, 10)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 28 | No (5, m, 10)-net in base 2 with m > ∞ | Bound | [i] |
| 29 | No (6, 11)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 30 | No (6, m, 11)-net in base 2 with m > ∞ | Bound | [i] |
| 31 | No (7, 13)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 32 | No (7, m, 13)-net in base 2 with m > ∞ | Bound | [i] |
| 33 | No (8, 14)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 34 | No (8, m, 14)-net in base 2 with m > ∞ | Bound | [i] |
| 35 | No (9, 15)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 36 | No (9, m, 15)-net in base 2 with m > ∞ | Bound | [i] |
| 37 | No (10, 16)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 38 | No (10, m, 16)-net in base 2 with m > ∞ | Bound | [i] |
| 39 | No (11, 17)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 40 | No (11, m, 17)-net in base 2 with m > ∞ | Bound | [i] |
| 41 | No (12, 18)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 42 | No (12, m, 18)-net in base 2 with m > ∞ | Bound | [i] |
| 43 | No (13, 19)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 44 | No (13, m, 19)-net in base 2 with m > ∞ | Bound | [i] |
| 45 | No (14, 21)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 46 | No (14, m, 21)-net in base 2 with m > ∞ | Bound | [i] |
| 47 | No (15, 22)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 48 | No (15, m, 22)-net in base 2 with m > ∞ | Bound | [i] |
| 49 | No (16, 23)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 50 | No (16, m, 23)-net in base 2 with m > ∞ | Bound | [i] |
| 51 | No (17, 24)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 52 | No (17, m, 24)-net in base 2 with m > ∞ | Bound | [i] |
| 53 | No (18, 25)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 54 | No (18, m, 25)-net in base 2 with m > ∞ | Bound | [i] |
| 55 | No (19, 26)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 56 | No (19, m, 26)-net in base 2 with m > ∞ | Bound | [i] |
| 57 | No (20, 27)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 58 | No (20, m, 27)-net in base 2 with m > ∞ | Bound | [i] |
| 59 | No (21, 28)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 60 | No (21, m, 28)-net in base 2 with m > ∞ | Bound | [i] |
| 61 | No (22, 29)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 62 | No (22, m, 29)-net in base 2 with m > ∞ | Bound | [i] |
| 63 | No (23, 30)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 64 | No (23, m, 30)-net in base 2 with m > ∞ | Bound | [i] |
| 65 | No (24, 31)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 66 | No (24, m, 31)-net in base 2 with m > ∞ | Bound | [i] |
| 67 | No (25, 32)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 68 | No (25, m, 32)-net in base 2 with m > ∞ | Bound | [i] |
| 69 | No (26, 33)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 70 | No (26, m, 33)-net in base 2 with m > ∞ | Bound | [i] |
| 71 | No (27, 34)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 72 | No (27, m, 34)-net in base 2 with m > ∞ | Bound | [i] |
| 73 | No (28, 35)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 74 | No (28, m, 35)-net in base 2 with m > ∞ | Bound | [i] |
| 75 | No (29, 37)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 76 | No (29, m, 37)-net in base 2 with m > ∞ | Bound | [i] |
| 77 | No (30, 38)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 78 | No (30, m, 38)-net in base 2 with m > ∞ | Bound | [i] |
| 79 | No (31, 39)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 80 | No (31, m, 39)-net in base 2 with m > ∞ | Bound | [i] |
| 81 | No (32, 40)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 82 | No (32, m, 40)-net in base 2 with m > ∞ | Bound | [i] |
| 83 | No (33, 41)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 84 | No (33, m, 41)-net in base 2 with m > ∞ | Bound | [i] |
| 85 | No (34, 42)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 86 | No (34, m, 42)-net in base 2 with m > ∞ | Bound | [i] |
| 87 | No (35, 43)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 88 | No (35, m, 43)-net in base 2 with m > ∞ | Bound | [i] |
| 89 | No (36, 44)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 90 | No (36, m, 44)-net in base 2 with m > ∞ | Bound | [i] |
| 91 | No (37, 45)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 92 | No (37, m, 45)-net in base 2 with m > ∞ | Bound | [i] |
| 93 | No (38, 46)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 94 | No (38, m, 46)-net in base 2 with m > ∞ | Bound | [i] |
| 95 | No (39, 47)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 96 | No (39, m, 47)-net in base 2 with m > ∞ | Bound | [i] |
| 97 | No (40, 48)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 98 | No (40, m, 48)-net in base 2 with m > ∞ | Bound | [i] |
| 99 | No (41, 49)-sequence in base 2 (for arbitrarily large k) | Bound | [i] |
| 100 | No (41, m, 49)-net in base 2 with m > ∞ | Bound | [i] |