Hello.

I do not think that is really a convention, but it is very logical because
1.1 can also be a float result given by Python. But floats and decimals are
not the same due to the ways operators act on them.

Christophe BAL
Le 28 mars 2014 10:34, "Ralf Stephan" <gtrw...@gmail.com> a écrit :

> I would like to understand Sage behaviour better. I just found out that
> Sage is different from Pari when it comes to user input of values:
>
> sage: Ei(1.1).n(100)
> 2.1673782795634028985887198360
> sage: Ei(11/10).n(100)
> 2.1673782795634028235837873423
>
> while in Pari:
> ? sin(1.1)
> %1 = 0.89120736006143533995180257787170353832
> ? sin(11/10)
> %2 = 0.89120736006143533995180257787170353832
>
> What could be the reason to interpret the user input "1.1" as "real with
> precision of 53 bits" instead of "short way of specfying 11/10"?
> Programming convenience? If you say well then the user should say 11/10 if
> she means it, this could be said as well with RealField(1.1), so what is
> the reason for this convention?
>
> Regards,
>
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