Hi,
Ernst Mayer once mentioned to me that Prime95 needs twice the FFT size for 2^n+1
numbers (compared to 2^n+1 numbers). Does that mean that George is using the identity
2^(2n)-1 = (2^n+1)(2^n-1) ? I was wondering why ECM on 2^n+1 numbers took much longer
than on 2^n-1 of the same size..
That
On 3 Nov 99, at 13:53, Alex Kruppa wrote:
Ernst Mayer once mentioned to me that Prime95 needs twice the FFT size for 2^n+1
numbers (compared to 2^n+1 numbers). Does that mean that George is using the identity
2^(2n)-1 = (2^n+1)(2^n-1) ? I was wondering why ECM on 2^n+1 numbers took much