If I run
g = graphs.CompleteGraph(3)
graph_editor(g)
in the notebook, the graph editor starts but the square where the graph
should be edited is just blank. This is on
Sage Version 5.6 (compiled from source)
Ubuntu 12.04.1 LTS, 64 bit
I have tried with Firefox 18.0.1 and Google Chrome
I was very impressed with the quick resolution of the AA minpoly issue
I reported yesterday (#12727), thanks! Here is possibly another bug:
--
| Sage Version 4.8, Release Date: 2012-01-20 |
| Type notebook(
The following code fails for me (on Ubuntu 10.10, 32 bit, Sage 4.8
compiled from source):
m=sqrt(sin(pi/5))
AA(m).minpoly()
I also fails on http://sagemath.org/eval.html
/Håkan
--
| Sage Version 4.8, Release Date: 2012-01-20
> I'm trying to fill in the bell curve between two points, like plus and minus
> 1 sigma.
Maybe like this:
p = plot(f,(-pi,pi),ymax = .4, ticks=[1,[]])
p += plot(f,(-s,s),fill = 'axis')
/Håkan
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> In Python one can comment out a whole block of text with Alt+3, how
> can I do that in Sage ?
See this page:
http://www.sagemath.org/doc/reference/sagenb/notebook/config.html
/Håkan
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On Sep 15, 3:44 am, Robert Bradshaw
wrote:
> On Tue, Sep 14, 2010 at 10:44 AM, Håkan Granath
>
> wrote:
> > On Sep 14, 12:16 am, Robert Bradshaw
> > wrote:
>
> >> Alastair correctly deduced the issue that it can't tell if the number
> >> is less
On Sep 14, 12:16 am, Robert Bradshaw
wrote:
>
> Alastair correctly deduced the issue that it can't tell if the number
> is less than or greater than 2, what should it do here?
I do not know what it should do, but what I would have expected
in this case is that continued_fraction would first compu
information.|
--
sage: a=sqrt(2).n()*sqrt(2)
sage: continued_fraction(a)
[]
In version 4.5.2 the output was
[2, 2251799813685248]
Best regards,
Håkan Granath
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.|
--
sage: a=(sqrt(4*(sqrt(3) - 5)*(sqrt(3) + 5) + 48) + 4*sqrt(3))/
(sqrt(3) + 5)
sage:
a.imag().n()
0.939469338708203*sin(0.500*pi)
The expected output would, of course, be 0.939469338708203
Regards,
/Håkan Granath
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> I found onhttp://www.prothsearch.net/fermat.htmlthat 84977118993*2^
> {520} + 1 | 2^{2^517}+1. Can this result be verified by Sage?
sage: mod(2,84977118993*2^520+1)^(2^517)+1
0
Regards,
/Håkan
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.04 (hardy) Firefox/3.0.5
Maybe this is a browser problem and not a Sage bug?
/Håkan Granath
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On Oct 1, 4:21 pm, pragma <[EMAIL PROTECTED]> wrote:
> ive tried this but it doesnt seem to do the job:
>
> class c_arccos(sage.calculus.calculus.Function_arccos):
> def __init__(self):
> pass
> def _latex_(self):
> return "\\arccos"
>
> p_arccos = c_arccos()
>
> print late
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