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 [number theory] sieving with a_i mod p_i tommy1729 Ultimate Fellow Posts: 1,370 Threads: 335 Joined: Feb 2009 09/11/2014, 11:40 AM (This post was last modified: 09/11/2014, 11:41 AM by tommy1729.) If we sieve an interval [a,b] with 0 mod 2 , 0 mod 3 , 0 mod 5 etc we get close to the primes in that interval. If we sieve an interval [a,b] with 5 mod 2, 5 mod 3, 0 mod 5, 5 mod 7 , 5 mod 11 etc , we get close to the primes in the interval [a-5,b-5]. Therefore it is not so surprising the results for fixed a_i are so similar. This is also why I say fixed a_i are less intresting. regards tommy1729 « Next Oldest | Next Newest »

 Messages In This Thread [number theory] sieving with a_i mod p_i - by tommy1729 - 09/09/2014, 01:10 AM RE: [number theory] sieving with a_i mod p_i - by jaydfox - 09/10/2014, 04:50 PM RE: [number theory] sieving with a_i mod p_i - by tommy1729 - 09/10/2014, 08:27 PM RE: [number theory] sieving with a_i mod p_i - by jaydfox - 09/11/2014, 01:47 AM RE: [number theory] sieving with a_i mod p_i - by tommy1729 - 09/11/2014, 08:24 AM RE: [number theory] sieving with a_i mod p_i - by jaydfox - 09/11/2014, 08:00 PM RE: [number theory] sieving with a_i mod p_i - by tommy1729 - 09/12/2014, 07:28 AM RE: [number theory] sieving with a_i mod p_i - by tommy1729 - 09/11/2014, 11:40 AM

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