Glad these are already known. Here's some followup:
What should be the expected behavior of the following? I present
analogies.
1. If
sage: plot(1)
should now give a line, as suggested above because of common use, then
one might think
sage: plot((0,1))
would give a point in 2-space?
2. If
sage:
On Apr 8, 2:30 pm, Jason Grout <[EMAIL PROTECTED]> wrote:
> Joel B. Mohler wrote:
> > On Tuesday 08 April 2008 02:10:35 am Dan Drake wrote:
> > Some relevant trac tickets are:
> >http://www.sagetrac.org/sage_trac/ticket/2410
> >http://www.sagetrac.org/sage_trac/ticket/2409
>
> > I believe tha
Joel B. Mohler wrote:
> On Tuesday 08 April 2008 02:10:35 am Dan Drake wrote:
>> On Mon, 07 Apr 2008 at 08:10PM -0700, kcrisman wrote:
>>> Final comment - are both related to
>>> sage: parametric_plot((0,t),0,1)
>>> not working, which is consistent with
>>> sage: plot(1)
>>> not returning a horizo
On Tuesday 08 April 2008 02:10:35 am Dan Drake wrote:
> On Mon, 07 Apr 2008 at 08:10PM -0700, kcrisman wrote:
> > Final comment - are both related to
> > sage: parametric_plot((0,t),0,1)
> > not working, which is consistent with
> > sage: plot(1)
> > not returning a horizontal line, but (sort of)
Dear Dan,
On Apr 8, 8:10 am, Dan Drake <[EMAIL PROTECTED]> wrote:
> plot(2, x, -1, 1)
>
> I *don't* want to see the numeral "2" printed at the origin, and I can't
> imagine anybody who would.
I partially agree:
"Partially", because sometimes one *does* want to plot something
different from a f
On Mon, 07 Apr 2008 at 08:10PM -0700, kcrisman wrote:
> Final comment - are both related to
> sage: parametric_plot((0,t),0,1)
> not working, which is consistent with
> sage: plot(1)
> not returning a horizontal line, but (sort of) inconsistent with
> sage: plot(sin)
> returning a curve, since Inte
Final comment - are both related to
sage: parametric_plot((0,t),0,1)
not working, which is consistent with
sage: plot(1)
not returning a horizontal line, but (sort of) inconsistent with
sage: plot(sin)
returning a curve, since Integer(1) is not callable symbolically?
Sorry for the self-responses,
To follow up, I should point out the problem seems to be in
parametric_plot and the pure imaginary points like exp(i*pi/2)
specifically, as
sage: parametric_plot( (real(x*exp(i*pi/2)),imag(x*exp(i*pi/2))),0,10)
causes the same problem, even though
sage: [(float(real(x*exp(i*pi/2))),float(imag(x*ex