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 Showing results 1 to 9 of 9 Search took 0.01 seconds. Search: Posts Made By: R2357
 2020-10-27, 19:44 Replies: 27 Views: 5,512 Posted By R2357 Did you analyse the way Possible Prime Positions... Did you analyse the way Possible Prime Positions are taken away in patterns of p# (and I'm not even talking about the composites by primes higher than p) 2 takes away each of its multiples (as...
 2020-10-27, 06:44 Replies: 27 Views: 5,512 Posted By R2357 It looks like "we" are certain that something is wrong... So, if I understand, "we" believe that there exist a counter-example for the 2nd Hardy-Littlewood conjecture, which is already surprising! But even more surprising is that we think that it's...
 2020-10-26, 17:07 Replies: 27 Views: 5,512 Posted By R2357 I don't understand what you really mean by "human... I don't understand what you really mean by "human intuition", when we look at the primes from 1 to 3159, this makes more than 14% of the natural numbers, the non-multiples of one and two digit...
 2020-10-23, 19:20 Replies: 27 Views: 5,512 Posted By R2357 Okay, in my calculation, I overlooked the fact... Okay, in my calculation, I overlooked the fact that numbers congruent to a composite up to 53# divisible by primes from 59 onwards, modulo 53# may be prime, mea culpa :| But still,...
 2020-10-23, 18:12 Replies: 27 Views: 5,512 Posted By R2357 Co prime doesn't mean prime, and I still don't... Co prime doesn't mean prime, and I still don't understand why the odds are to think that the conjecture is wrong, okay, it's incompatible with the first, but there is no particular reason to think...
 2020-10-23, 14:11 Replies: 27 Views: 5,512 Posted By R2357 Answer Simply because in any sequence 53#*n to 53#*n+1, all the numbers that are congruent to x*{2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53} modulo 53# will be divisible by a prime up to 53....
 2020-10-23, 08:11 Replies: 27 Views: 5,512 Posted By R2357 Sequence of 3159 numbers containing 447 primes Anyway, if there indeed is such a sequence, then the first or the occurrence will have been reached by 32 589 158 477 190 044 730, thus way below the lower band of 10^174.
 2020-10-22, 16:35 Replies: 27 Views: 5,512 Posted By R2357 But the region where they are searching is over... But the region where they are searching is over 10^174, so, if we want to find within a sequence of 3159, 447 prime numbers, that means that the interval, this high, must contain even less composite...
 2020-10-22, 14:07 Replies: 27 Views: 5,512 Posted By R2357 2nd Hardy-Littlewood conjecture Hello, I've looked at the way primes behave in sequences which have a primorial length and, as I mentionned a few weeks ago, I came across the 2nd Hardy-Littlewood conjecture, which was...
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