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 Showing results 1 to 6 of 6 Search took 0.00 seconds. Search: Posts Made By: konrad127123
 Forum: Open Projects 2006-09-23, 10:12 Replies: 55 Views: 33,681 Posted By konrad127123 I think I'd be interested in doing this. By how... I think I'd be interested in doing this. By how much does it reduce the performance of the sieve? Is anyone continuing sieving the 200K
 Forum: Open Projects 2006-09-22, 16:14 Replies: 55 Views: 33,681 Posted By konrad127123 Now that sr5sieve has support for the quadratic... Now that sr5sieve has support for the quadratic residue stuff, perhaps we could do this and fill in the gaps (i.e. the sieve ranges where the other k's have been sieved, but 4 hasn't) later?
 Forum: Open Projects 2006-08-06, 10:08 Replies: 55 Views: 33,681 Posted By konrad127123 Correct :). I will try to explain where this... Correct :). I will try to explain where this table comes from. Suppose p and q are odd primes. All odd primes are either 1 or 3 (mod 4). The law of Quadratic reciprocity says: (A)If at least...
 Forum: Open Projects 2006-07-21, 23:32 Replies: 55 Views: 33,681 Posted By konrad127123 c does exist.... c does exist. c=(p_1-1)*(p_2-1)*...*(p_(i-1)-1)*(p_(i+1)-1)*...*(p_k-1) or (equivalently) c=((p_1-1)*(p_2-1)*...*(p_k-1))/(p_i-1) If there is an i for which p_i|(b-1)*b^n-1 then...
 Forum: Open Projects 2006-07-21, 20:17 Replies: 55 Views: 33,681 Posted By konrad127123 We will treat the Riesel and Sierpinski cases... We will treat the Riesel and Sierpinski cases separately (the first part applies to both cases). Suppose for contradiction, that we have a b, with a finite covering set (for n>0) S={p_1, p_2, ...,...
 Forum: Open Projects 2006-07-21, 00:49 Replies: 55 Views: 33,681 Posted By konrad127123 I've proved that if b-1 is a Sierpinski or a... I've proved that if b-1 is a Sierpinski or a Riesel number for base b then it must have an infinite covering set. I can post the proof here if someone wants it. It might be possible to find a b...
 Showing results 1 to 6 of 6

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