Differences between revisions 2 and 3
 ⇤ ← Revision 2 as of 2007-01-23 01:40:25 → Size: 74 Editor: TimothyClemans Comment: ← Revision 3 as of 2007-01-23 02:01:03 → ⇥ Size: 1523 Editor: TimothyClemans Comment: Deletions are marked like this. Additions are marked like this. Line 1: Line 1: * 2^n-1 where n is odd  * 2^n+1 where n is odd * 2^n+1 where n=4k-2 * \$2^n − 1\$ where n is odd * \$2^n + 1\$ where n is odd * \$2^n + 1\$ where n = 4k − 2 * \$2^n + 1\$ where n = 4k * \$3^n − 1\$ where n is odd n < 540 ..... ......... . . . . 60                   n ≤ 540 n = 6k − 3 ≤ 1077 3n + 1 L, M for . . . . 66 5n − 1 n odd L, M for n = 10k − 5 ≤ 745 . . . .                   n < 375 86                   n ≤ 375 5n + 1 .................. 94 6n − 1 n odd n < 330 . . . . . . . . . . . . . . . . . . 102                   n ≤ 330 L, M for n = 12k − 6 ≤ 654 . . . . 106 6n + 1 7n − 1 n odd n < 300 . . . . . . . . . . . . . . . . . . 116                   n ≤ 300 L, M for n = 14k − 7 ≤ 595 . . . . 120 7n + 110n − 1 n odd n < 330 ..... ......... . . . . 129                   n ≤ 330 n = 20k − 10 ≤ 65010n + 1 L, M for . . . . 13311n − 1 n odd n < 240 ..... ......... . . . . 142                   n ≤ 240 n = 22k − 11 ≤ 47311n + 1 L, M for . . . . 14512n − 1 n odd n < 240 ..... ......... . . . . 152                   n ≤ 240 n = 6k − 3 ≤ 477 .12n + 1 L, M for . . . . 155
• 2^n − 1 where n is odd

• 2^n + 1 where n is odd

• 2^n + 1 where n = 4k − 2

• 2^n + 1 where n = 4k

• 3^n − 1 where n is odd n < 540 ..... ......... . . . . 60

• n ≤ 540 n = 6k − 3 ≤ 1077
3n + 1 L, M for . . . . 66 5n − 1 n odd L, M for n = 10k − 5 ≤ 745 . . . .
• n < 375 86 n ≤ 375

5n + 1 .................. 94

6n − 1 n odd n < 330 . . . . . . . . . . . . . . . . . . 102

• n ≤ 330 L, M for n = 12k − 6 ≤ 654 . . . . 106
6n + 1

7n − 1 n odd n < 300 . . . . . . . . . . . . . . . . . . 116

• n ≤ 300 L, M for n = 14k − 7 ≤ 595 . . . . 120
7n + 1

10n − 1 n odd n < 330 ..... ......... . . . . 129

• n ≤ 330 n = 20k − 10 ≤ 650

10n + 1 L, M for . . . . 133 11n − 1 n odd n < 240 ..... ......... . . . . 142

• n ≤ 240 n = 22k − 11 ≤ 473

11n + 1 L, M for . . . . 145 12n − 1 n odd n < 240 ..... ......... . . . . 152

• n ≤ 240 n = 6k − 3 ≤ 477 .

12n + 1 L, M for . . . . 155

factorization_of_integers_of_special_forms (last edited 2008-11-14 13:41:51 by localhost)