On Nov 12, 6:06 pm, Dima Pasechnik <dimp...@gmail.com> wrote:
> sage: e.cremona_label()
> '457532830151317a1'
> sage: e.analytic_rank(leading_coefficient=True)
> (4, -2.50337480324368498e-9)
>
> here is what I got after some hours of running.
> e-9 does not look as suspiciosuly small to me...

That depends on what the bounds on the error in that number are. If
it's
-2.5e-9 +- 1e-3
then it can very well be an approximation to 0 (which we know it is).
It's the accuracy of the approximation that matters--not its size.

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