Thanks all for speedy help!
On Jan 7, 4:25 pm, Jason Grout wrote:
> These are not the right way to do this, but they seem to give results
> for right now, at least until someone fixes this:
>
> sage: a=mathematica([1,2,3])
> sage: [a[i] for i in range(1,a.Length()+1)]
> [1, 2, 3]
>
> Or
>
> sage
thelamecamel wrote:
> Hi,
>
> I have inherited a numerical simulation program a few thousand lines
> long, written in Mathematica (and fortran via mathlink) into Sage. I
> am fed up with Mathematica as a programming language and would like to
> replace this with python code, to be run in sage.
On Jan 6, 7:46 pm, Robert Bradshaw
wrote:
> On Jan 6, 2009, at 7:17 PM, thelamecamel wrote:
>
> > Hi,
>
> > I have inherited a numerical simulation program a few thousand lines
> > long, written in Mathematica (and fortran via mathlink) into Sage. I
> > am fed up with Mathematica as a programm
On Jan 6, 2009, at 7:17 PM, thelamecamel wrote:
> Hi,
>
> I have inherited a numerical simulation program a few thousand lines
> long, written in Mathematica (and fortran via mathlink) into Sage. I
> am fed up with Mathematica as a programming language and would like to
> replace this with pytho
Hi,
I have inherited a numerical simulation program a few thousand lines
long, written in Mathematica (and fortran via mathlink) into Sage. I
am fed up with Mathematica as a programming language and would like to
replace this with python code, to be run in sage. As an intermediate
stage I was h
I don't think implicit_plot3d is implemented yet, if that is your question.
An alternative is to solve for z and use parametric_plot3d.
Type parametric_plot3d? in sage for examples of how the
syntax works.
On Tue, Jan 6, 2009 at 7:53 PM, Fencer wrote:
>
> Hi there,
>
> Is it possible to plot p
Hi there,
Is it possible to plot points wich solve an certain equation (for
example x^2+y^2+z^2=1).
At the moment my idea is to give him f(x)=x for the x axis g(y)=y for
the y-axis and for the z axis I will give him 1 when x,y,z solves the
equitation.
My problem is that I don't know how to get th
On Jan 6, 12:03 pm, gellmu wrote:
Hi,
> The following warning appears when sage (Version 3.2, Release Date:
> 2008-11-20), a binary build distributed as "sage-3.2-ubuntu32bit-intel-
> i686-Linux.tar.gz" from modular.fas.harvard, is opened in Ubuntu 8.04.
>
> I guess this is because my CPU is
The following warning appears when sage (Version 3.2, Release Date:
2008-11-20), a binary build distributed as "sage-3.2-ubuntu32bit-intel-
i686-Linux.tar.gz" from modular.fas.harvard, is opened in Ubuntu 8.04.
I guess this is because my CPU is AMD Sempron(tm) Processor LE-1300.
*
Thank you for your quick answers.
I want to solve, for example, such inequalities:
5^(2*x + 1) > 5^x + 4
log(x^2 - 5*x + 7, 3) > 1
and (x^3 - 6) / (x - 1) < 1.
--~--~-~--~~~---~--~~
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