Hello all, a simple Number Theory question. Is always (2^p-1) / p ,odd prime p, divisible by 3 ? Then 2^p == 1 (mod 3p) would also hold, can this be used to improve the efficiency of a Rabin-Miller probable prime test? Ciao, Alex. _________________________________________________________________ Unsubscribe & list info -- http://www.scruz.net/~luke/signup.htm Mersenne Prime FAQ -- http://www.tasam.com/~lrwiman/FAQ-mers
- Re: Mersenne: (2^p-1)/p == 0 (mod 3) ? Alexander Kruppa
- Re: Mersenne: (2^p-1)/p == 0 (mod 3) ? Pierre Abbat
- Re: Mersenne: (2^p-1)/p == 0 (mod 3) ? Vincent J. Mooney Jr.
- Re: Mersenne: (2^p-1)/p == 0 (mod 3) ? Alexander Kruppa
- RE: Mersenne: (2^p-1)/p == 0 (mod 3) ? Blosser, Jeremy
- Re: Mersenne: (2^p-1)/p == 0 (mod 3) ? chris_nash
