> (I'm quite poor at choosing subjects, you see.)
>
> Well, I found my notecard of predictions that I had calculated a while ago
> with my conjecture. Here are some of the values I computed. These can either
> be used for a good laugh (M100 in particular is nice to look at), or you can
> write
> STL: what was the line you fit to the log log of the known mersenne's
> exponents, and what was the error (r^2) ?
>
> I'm assuming r^2 is like, the amount of error for a given line fitting a
> set of data.
>
> When I fit an exponential line to the 1st 37 mersenne prime's exponents
> (since I b
STL: what was the line you fit to the log log of the known mersenne's
exponents, and what was the error (r^2) ?
I'm assuming r^2 is like, the amount of error for a given line fitting a
set of data.
When I fit an exponential line to the 1st 37 mersenne prime's exponents
(since I believe that 697
(I'm quite poor at choosing subjects, you see.)
Well, I found my notecard of predictions that I had calculated a while ago
with my conjecture. Here are some of the values I computed. These can either
be used for a good laugh (M100 in particular is nice to look at), or you can
write these value
