Re: [sage-support] Re: graphic conversion from maxima to sage

2016-02-18 Thread Harald Schilly
On Sunday, February 7, 2016 at 2:53:39 PM UTC+1, HG wrote: > > I forgot would tikz or circuitikz work on sagemathcloud ? Is it installed ? > Hi, you have to write to our mailing lists or directly to h...@sagemath.com if you have a question like that. It only came to my attention, thank's to Sa

[sage-support] Re: graphic conversion from maxima to sage

2016-02-16 Thread HG
At the moment I couldn't use circuitikz/tiks on SMC, but on local installation it works fine in sagemath ipython notebook sage-7 (probably sage-6.10 too... I haven't tried). William could you install tikz and circuitikz on SMC or tell us how to do it ? Best regards Henri (I am quiet buzy trying

Re: [sage-support] Re: graphic conversion from maxima to sage

2016-02-07 Thread Henri Girard
I forgot would tikz or circuitikz work on sagemathcloud ? Is it installed ? Le 07/02/2016 14:23, Henri Girard a écrit : Hi, I finally got this with circuitikz (tikz), in a jupyter sage-n=ipython (sage-7.1 beta2 of today fresh compile, but I can work on other version too) : %matplotlib inline

Re: [sage-support] Re: graphic conversion from maxima to sage

2016-02-07 Thread Henri Girard
Hi, I finally got this with circuitikz (tikz), in a jupyter sage-n=ipython (sage-7.1 beta2 of today fresh compile, but I can work on other version too) : %matplotlib inline #%display latex %install_ext http://raw.github.com/jrjohansson/ipython-circuitikz/master/circuitikz.py %load_ext circuit

Re: [sage-support] Re: graphic conversion from maxima to sage

2014-04-23 Thread HG
It's perfect ! I prefer an one line command in texmacs ! Thanks Henri Le 22/04/2014 22:24, Emmanuel Charpentier a écrit : plot(sqrt(-x^2+2*abs(x))*sgn(-x),[x,-2,2] ,figsize=4, xmin=-2, xmax=2, ymin=-2, ymax=2, aspect_ratio=1, axes=False, fill=-sqrt(4-x^2), color="black", fillcolor="b

[sage-support] Re: graphic conversion from maxima to sage

2014-04-22 Thread Emmanuel Charpentier
Apart for being a mouthful of a one-liner, what would be wrong with : plot(sqrt(-x^2+2*abs(x))*sgn(-x),[x,-2,2] ,figsize=4, xmin=-2, xmax=2, ymin=-2, ymax=2, aspect_ratio=1, axes=False, fill=-sqrt(4-x^2), color="black", fillcolor="black", fillalpha=1) + plot(sqrt(-x^2+2*abs(x))*sgn(-x)

Re: [sage-support] Re: graphic conversion from maxima to sage

2014-03-25 Thread HG
Final and agreeing with you not enaugh smooth but it's ok for what I need. I can't use show() on texmacs because the it's an external windows. Thanks again for your help :) Henri Sage] def f(x): if x<0: return sqrt(-x^2-2*x) else: return -sqrt(-x^2+2*x) Sage] a=plot(f,(

Re: [sage-support] Re: graphic conversion from maxima to sage

2014-03-25 Thread HG
Sorry I answer you too quickly and had not seen the link you send to me, which is exactly what I want ! Thanks for your help Henri Le 25/03/2014 15:28, kcrisman a écrit : On Tuesday, March 25, 2014 10:21:29 AM UTC-4, kcrisman wrote: But I need it in sagemath to get it well embedd in

Re: [sage-support] Re: graphic conversion from maxima to sage

2014-03-25 Thread HG
Yes thanks but I tried I can't set conditions in the equation (I am not an expert at all !) Le 25/03/2014 15:28, kcrisman a écrit : On Tuesday, March 25, 2014 10:21:29 AM UTC-4, kcrisman wrote: But I need it in sagemath to get it well embedd in texmacs. After long trying I di

[sage-support] Re: graphic conversion from maxima to sage

2014-03-25 Thread kcrisman
> > > But I need it in sagemath to get it well embedd in texmacs. > After long trying I didn't not success, my main problem is conditions. > If a good soul could do it for me all my thanks. > Kind regards, > HG > Does http://www.sagemath.org/doc/reference/plotting/sage/plot/contour_plot.htm

[sage-support] Re: graphic conversion from maxima to sage

2014-03-25 Thread kcrisman
On Tuesday, March 25, 2014 10:21:29 AM UTC-4, kcrisman wrote: > > >> But I need it in sagemath to get it well embedd in texmacs. >> After long trying I didn't not success, my main problem is conditions. >> If a good soul could do it for me all my thanks. >> Kind regards, >> HG >> > > Does >