Modular arithmetic
|
Modular arithmetic
|
04/03/2010, 12:00 PM
(04/03/2010, 12:18 AM)Stereotomy Wrote: \( 7^{7^{7}} \text{mod} 5 = 3 \) There is an article which proves that \( {^n a} \) (which is \( a{\uparrow}^2 n \) in Knuth's arrow notation) finally will be constant for \( n\to\infty \) mod any \( M \), see this thread. |
|
« Next Oldest | Next Newest »
|
| Messages In This Thread |
|
Modular arithmetic - by Stereotomy - 04/02/2010, 07:16 PM
RE: Modular arithmetic - by bo198214 - 04/02/2010, 10:57 PM
RE: Modular arithmetic - by Stereotomy - 04/03/2010, 12:18 AM
RE: Modular arithmetic - by bo198214 - 04/03/2010, 12:00 PM
|
| Possibly Related Threads… | |||||
| Thread | Author | Replies | Views | Last Post | |
| Evaluating Arithmetic Functions In The Complex Plane | Caleb | 6 | 8,665 |
02/20/2023, 12:16 AM Last Post: tommy1729 |
|
|
Continuously Iterating Modular Arithmetic | Catullus | 17 | 17,578 |
07/22/2022, 02:16 AM Last Post: MphLee |
| [Video] From modular forms to elliptic curves - The Langlands Program | MphLee | 1 | 3,349 |
06/19/2022, 08:40 PM Last Post: JmsNxn |
|
| Trying to get Kneser from beta; the modular argument | JmsNxn | 2 | 4,685 |
03/29/2022, 06:34 AM Last Post: JmsNxn |
|
| [rule 30] Is it possible to easily rewrite rule 30 in terms of modular arithmetic ? | tommy1729 | 0 | 5,264 |
07/24/2014, 11:09 PM Last Post: tommy1729 |
|
| Tetration and modular arithmetic. | tommy1729 | 0 | 6,064 |
01/12/2014, 05:07 AM Last Post: tommy1729 |
|
| modular tetration | tommy1729 | 0 | 6,150 |
12/26/2010, 10:11 PM Last Post: tommy1729 |
|
| Arithmetic in the height-parameter (sums, series) | Gottfried | 7 | 30,503 |
02/06/2010, 12:52 AM Last Post: bo198214 |
|
