|
|
Viewing Message
|
|
|
| ``highly cototeint numbers congruence conjectures''
by Lando47 on 2006-12-01 13:07:00 |
|
| Whit the exception of the small ones, all highly cototient numbres are congruent to -1 modulus a primorial. Furtehrmore, infinitly many primorial primes (of teh -1 variety) are also highly cototient.
But since calculating larger highly cototient numbers requires claculating larger primes, this conjectures can't be proven or disproven empiricly. |
| | [ reply | up ] | |
|
|
|
|
|
|
|