Hi Martin,
Thank you for asking this to sage-dev.
I want to be more informed about this pickled Sage objects stored in the
pickle jar. First let me explain what I understand. The pickle jar is there
to ensure that upgrading Sage does not break unpickling of Sage objects
pickled in a previous v
On May 21, 5:58 pm, Eviatar wrote:
> I cannot build ATLAS on 64-bit Ubuntu 11.04, getting this
> bug:http://trac.sagemath.org/sage_trac/ticket/9385#comment:40
I am happily using Volker's ATLAS package for a few months:
http://trac.sagemath.org/sage_trac/ticket/10226
I have a Turion X2 laptop and
> I cannot build ATLAS on 64-bit Ubuntu 11.04, getting this bug:
> http://trac.sagemath.org/sage_trac/ticket/9385#comment:40
You mean with an atom cpu?
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I cannot build ATLAS on 64-bit Ubuntu 11.04, getting this bug:
http://trac.sagemath.org/sage_trac/ticket/9385#comment:40
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Hi,
I have problems building sage-4.7 on one of my machines (but not on
the other one):
Removing /home/mjung/sys/lib64/python2.6/site-packages/Python-2.6.4-
py2.6.egg-info
Writing /home/mjung/sys/lib64/python2.6/site-packages/Python-2.6.4-
py2.6.egg-info
if test -f /home/mjung/src/sage-4.7/local/
I think I have found a fix for the ECL relocation problem posted on
http://trac.sagemath.org/sage_trac/ticket/11359
Unfortunately, it does involve patching ECL. I don't think Juanjo will
be very enthusiastic about incorporating this patch upstream, since
the problem is so specific to Sage's desire
Hi Christian,
On Fri, May 20, 2011 at 10:10:37AM +0200, Christian Nassau wrote:
> I would like to create a new category that's derived from
> AlgebrasWithBasis, but I get an infinite recursion when I ask for the
> CartesianProducts:
>
> Here's a simple example:
>
>class MyAlgebrasWit
Le 21/05/2011 16:36, Jonathan a écrit :
OK, I found an Ubuntu VM (11.04) that I hadn't killed. With the patch
for launching Jmol from the command line and the Sun Java it
definitely works. If you want 4.6.2 to work apply the patch. If that
doesn't fix it you will also have to switch from the d
OpenJDK VM (used to be IceTea) is the default with Ubuntu and it does
work with Jmol. So if things don't work after the patch there is
something else wrong with your installation.
Jonathan
On May 21, 9:36 am, Jonathan wrote:
> OK, I found an Ubuntu VM (11.04) that I hadn't killed. With the pa
OK, I found an Ubuntu VM (11.04) that I hadn't killed. With the patch
for launching Jmol from the command line and the Sun Java it
definitely works. If you want 4.6.2 to work apply the patch. If that
doesn't fix it you will also have to switch from the default JavaVM to
the Sun/Oracle version.
Which java do you have installed? The default with Ubuntu is
IcedTea. Last time I checked this was working with the patch, but
that could be the problem. Jmol (the 3D application that is launched)
is only verified against the Oracle/Sun JavaVM. If you are using
IceTea try switching to the Oracl
On Fri, May 20, 2011 at 10:40:58PM -0700, Simon King wrote:
> Hi Marco,
>
> could you please provide more information about your system?
>
> Namely, originally I had only tested that your example works fine if I
> use sage-4.7.rc2 plus trac ticket #9976. But now, I tested again with
> plain unpat
On May 21, 8:55 am, Maarten Derickx
wrote:
> Good you found this. I already noticed that the modular symbols code
> some times gave me a different awnser then before, but I couldn't
> reproduce this so I guess this is the underlying reason.
That is very plausible: it also causes occasional and
By the way, this is a great way to introduce students to how computers
do exactly what we tell them, and no more! There are similar good
examples with trying to do floating point limits, or complicated
integrals that have a 'trick' (though these are getting harder to
find).
- kcrisman
--
To pos
On May 21, 5:35 am, Juanlu001 wrote:
> Yesterday I was playing with symbolic expressions, and I had to apply
> divide_both_sides(), and I encountered something funny: you can divide
> by zero (with a bit of care). To show this, I've taken the classic
> "proof" and created a worksheet:
>
> http:/
Yesterday I was playing with symbolic expressions, and I had to apply
divide_both_sides(), and I encountered something funny: you can divide
by zero (with a bit of care). To show this, I've taken the classic
"proof" and created a worksheet:
http://flask.sagenb.org/home/pub/65/
Though I have got u
Good you found this. I already noticed that the modular symbols code
some times gave me a different awnser then before, but I couldn't
reproduce this so I guess this is the underlying reason. I will look
at it if I have the time.
Kind regards,
Maarten Derickx
On May 20, 3:56 pm, Tom Coates wrote
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