I know about plot?. But you misread my post. I was not trying to
type Maple commands into Sage.

I was wondering why there should be such a blatant difference
between plotting x->x^2 and plotting the zeta function on an interval
on the real axis. My point was that Maple shows this is not necessary.

The answer for Sage is that zeta is a numeric function and x^2 is a
symbolic
expression. But why do I have to know that if I only want to make a
simple plot?
And besides I think the manual of plot does not say anything about the
distinction.

Furthermore zeta is somehow regarded as a complex function and not so
x^2 (which of course can also be extended to the complex plane). Again
why
is there a distinction?

I think inconsistency is an enemy of user friendlyness.

Regards,
Michel



On Nov 1, 1:24 pm, mabshoff <[EMAIL PROTECTED]> wrote:
> On Nov 1, 4:59 am, "[EMAIL PROTECTED]" <[EMAIL PROTECTED]> wrote:
>
> Hi,
>
>
>
> > I want to make a simple plot for a talk. As an experiment I try
>
> > plot(x^2,2,10)     (*)
>
> > and it works as expected. So happily I go for the real thing
>
> > plot(zeta(x),2,10)       (**)
>
> > Unfortunately I get a long list of exceptions but no clear indication
> > what the problem is.
>
> > plot(zeta,2,10)    (*)
>
> > yields an empty plot.
>
> > plot(real(zeta(x)),2,10)
>
> > gives again exceptions.....
>
> > After several tries I finally find something that works
>
> > plot(lambda x:real(zeta(x)),2,10)    (**)
>
> > In retrospect I can explain why this magic incantation makes sense.
> > But I think many users  will be baffled by the difference in
> > complexity between (*) and (**). In Maple there is no difference
> > between (*) and (**).
>
> > This is sage 3.0.5.  Released 2008-07-11.
>
> Type plot? into a Sage session and you will see plenty of
> documentation with examples. How is one supposed to know about syntax
> otherwise? Sage is not a clone of MMA or Maple, so their syntax does
> not work.
>
> > Best regards,
> > Michel
>
> Cheers,
>
> Michael
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