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Re: Vindication of Goldbach's conjecture
Posted:
Jun 21, 2012 9:19 PM
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On Jun 21, 7:29 pm, mluttgens <lutt...@gmail.com> wrote:
> For N = 1000000, one gets 10804 Goldbach's pairs.
> The relation between log N and log n is log n = 0.727*log N -0.436
Note that this is not an equation, as it is not satisfied for N = 4.
It is at best an estimate, and there is error. This error may very
well turn out to be bounded in such a way that n can never be zero,
but you have not shown this. I will be generous and assume that to you
"vindication" means something different than "proof". Note, however,
that there are quite a few partial results already, based on a
probabilistic analysis, see, e.g., the wikipedia article (http://
en.wikipedia.org/wiki/Goldbach%27s_conjecture), along with some very
nice pictures. None of this constitutes mathematical proof, however.
> For N = 60,119,912, log n = 5.219 and the number of pairs is 165577
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