d one with your expressions.
Enjoy!
DOX
On Feb 18, 10:24 pm, Mark Rahner wrote:
> I appreciate that background info. I hadn't tried invoking maxima
> because I read somewhere that simplify() used maxima. I must've been
> reading outdated material. As you stated, maxima does
I'm using sage-4.8 and those commands work just fine!
Cheers.
On Jan 31, 2:19 pm, "D.C. Ernst" wrote:
> If I plot
>
> var('x y z')
> A=implicit_plot3d(x+y+z==1,(x,-3,3),(y,-3,3),(z,-3,3))
> B=implicit_plot3d(x+y+z==0,(x,-3,3),(y,-3,3),(z,-3,3),color='red')
> A+B
>
> You get what you expect. How
even if I am stubborn and try to plot my arrays in
Jmol, the text3d for labeling the axes stands on the axes, What can I do for
the text to be outside the plot frame?
- Finally, Can the figures be exported as PDF? So far I can export them
as JPEG.
Thank you all!
DOX.
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Thx again Jason! Great!
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ta$','$\\eta$']]), axes_labels=[r"$\xi$",r"$
\phi$"], fontsize=15, thickness=2)
q.show()
but doesn't work... tried to check the documentation on
matplotlib.ticker and found nothing enlightening.
Thank you for any help!
Dox
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Thank you Jason...
Your suggestion has been incredible!
DoX
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Hi again.
I've seen the documentation for plot. However, the last of the points I
highlight seems to be not possible.
I'd like to change the numerical ticks (1,2,3,4) by alphabetical ones (eta,
xi, lambda, rho).
Thank you
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y \xi.
Thank you for your help!
Dox
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URL:
ot;differential forms" have a return! I think
would be useful to improve that engine. (Although I guess is a really hard
task)
:-) See you around!
DOX
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s
pute, the result looks like,
3*D[0](f)(r)^2 + (r^2*e^(2*g(r))*D[0](g)(r) +... et cetera.
Is there any way to configure sage to show the output like,
D[0](f)(r) = f' and so on!!
Thank you!
Dox.
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Hi everyone!
I'm impressed with the evolution of the show function, specially the
ability of show readable equations.
I was wondering if one can define a variable and ask to show-function
to write in LaTeX output something else.
Exaxmple:
** Good
var('phi')
show(phi)
... show returns $\theta
Hi Renato!
I tried something a bit different
sage: reset()
sage: def s(x,n):^Jreturn x/2 + sum(cos(k*x),k,1,n)
:
sage: var('x,n,k')
(x, n, k)
sage: plot(s(x,5), (x,0,2*pi))
and it worked!
Enjoy!
Dox
On Jan 30, 4:48 pm, Renato Budinich wrote:
> Hello, I'd like to
Hi Joris,
I must say ain't a programmer, and my `free' time is not much.
However, I'd like to help you implementing the code for improving the
diff. forms manipulation.
Feel free of contact me. Regards,
Dox.
On Dec 27, 4:51 am, jvkersch wrote:
> Hi Dox,
>
> Both are
ishes!!!!!
Dox
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Hello Vijay:
I got the same message some time ago. This was solved when I enable
the ``work off-line'' mode of Firefox.
Hope it'll work for you!
On Dec 25, 8:22 am, vijay sharma wrote:
> Dave
>
> Thanks for your reply and Merry Christmas.
> I am running
>
> ./sage
>
> command only if you s
Thank you very much! Problem solved
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