> 3D :
> ===
>
> In 3d, the default aspect ratio is [1,1,1]. However, cube do not look like
> cube:
>
> sage: G = cube((10,5,3)) + cube((-7,-3,0))
> sage: G.aspect_ratio()
> [1.0, 1.0, 1.0]
> sage: G
But each one does individually:
H = cube((10,5,3))
H
And the other things do work on individu
On Wed, Jun 1, 2011 at 11:32 AM, B Saunders wrote:
>
>>
>> When I wrote this code in 2007, for some range of matrix sizes and
>> bitsizes it was the fastest code in the world (even solidly beating
>> Magma, which was the fastest before)... mainly since IML is so damned
>> good. I don't know what
2011/6/1 Francois Bissey :
>> 2011/4/9 Francois Bissey :
>> > It turns out that warnings are not visible to the end users anymore.
>> > This is according to the python documentation:
>> > http://docs.python.org/library/warnings.html
>> > Section 27.6.5 to be precise.
>> > Actually more explicit in
This may not be directly related, but see
http://trac.sagemath.org/sage_trac/ticket/2100
for a long-standing ticket that Jason and I need to finish up - we
basically just need to agree on defaults, but the patch should apply
nicely, or at least used to. The default is from matplotlib and
shouldn
> 2011/4/9 Francois Bissey :
> > It turns out that warnings are not visible to the end users anymore.
> > This is according to the python documentation:
> > http://docs.python.org/library/warnings.html
> > Section 27.6.5 to be precise.
> > Actually more explicit in http://docs.python.org/using/cmdl
Hi there,
I'm working on a few ticket to improve the handling of the doc:
#11251 Add todo extension to Sphinx
#9128 Sphinx should be aware of all.py to find its links
#11263 Markup ".. link" is wrong in the developer guide.
In order to do it I have to change Sphinx configuration in
Hello all,
Don't mean to reply to my own question. I guess what I am wondering is
why the finite extension of a finite field isn't a finite field. By
having the results being a polynomial ring over the prime field it
seems as if a lot is lost. Is there room to alter this behavior, or
was there a c
2011/4/9 Francois Bissey :
> It turns out that warnings are not visible to the end users anymore.
> This is according to the python documentation:
> http://docs.python.org/library/warnings.html
> Section 27.6.5 to be precise.
> Actually more explicit in http://docs.python.org/using/cmdline.html :
>
Hi Sage-Devel,
There are some inconsistencies with the behavior of aspect ratio when
playing with 2D and 3D graphics. Here are examples that illustrate
these.
2D :
===
sage: squareA = line([(0,0),(0,1),(1,1),(1,0),(0,0)])
sage: squareB = line([(3,7),(3,8),(4,8),(4,7),(3,7)])
sage: G = squareA +
> Meanwhile, do you know a oneliner (simpler than the one above) that
> draw 3d graphics object with aspect ratio 1, i.e. where cube looks
> like cube?
BTW, I know this works :
sage: G = cube((10,5,3)) + cube((-7,-3,0))
sage: G.show(aspect_ratio=1)
but the problem is that this returns None and
FYI
John
-- Forwarded message --
From: NAKAMULA, Ken
Date: Wed, Jun 1, 2011 at 3:13 PM
Subject: relaese of NZMATH version 1.1
To: nmbrt...@listserv.nodak.edu
Dear number theorists,
We are pleased to announce the release of NZMATH 1.1.
NZMATH is a Python based system for numb
I think this thread should be on sage-nt so I am copying it there.
I disagree that E.has_good_reduction(p) should work with the current,
possibly non-minimal model. To make the output from your session more
consistent would it not be better for E.reduction(p) to be more
clever, and first replace
Cause of the slight difference between an elliptic curve and it's
minimal model we have the some inconsistent behavior in sage as shown
at the end of this post.
I think this behaviour is lightly confusing, and error prone. I think
that in this case E.has_good_reduction(5) should return false becau
Can somebody who knows how Trac and SQL work please add a "dependencies"
field to http://trac.sagemath.org/sage_trac/report/11
and remove the completely superfluous "status" field?
Also, a "last modified" would be much more interesting than "created".
--
To post to this group, send an email to s
14 matches
Mail list logo