It compiled without error. Thanks for help and suggestion.
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Can you try sage-5.4.rc? This soon-to-be released version includes a
substantial version bump for givaro.
On Monday, October 22, 2012 9:43:04 PM UTC+1, Iain Park wrote:
>
> Pastebin of the error http://pastebin.com/1jkSff75
>
> 32bit Linux, (Mint) running in vmware
>
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Pastebin of the error http://pastebin.com/1jkSff75
32bit Linux, (Mint) running in vmware
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On Mon, 22 Oct 2012 09:46:22 Hugh Thomas wrote:
> I was very surprised that the map was right for me, in that there is a blob
> in my location. Of course, it is for someone else, who is not actually
> there. Golam Hossain is now at the Indian Institute of Science Education
> and Research (IISER)
I was very surprised that the map was right for me, in that there is a blob
in my location. Of course, it is for someone else, who is not actually
there. Golam Hossain is now at the Indian Institute of Science Education
and Research (IISER) - Kolkata, India. I am where he was (Department of
On 10/22/2012 11:31 PM, Jason Grout wrote:
Currently, the default norm for matrices is the induced 2-norm, unless
the matrix is an RDF or CDF matrix, in which case the default norm is
the Frobenius norm. Needless to say, this is very confusing:
sage: a=matrix(QQ, 3, range(9))
sage: a.norm()
14.2
I am writing a program to study the puiseux expansion of a curve
singularity, focusing on the real branches. Doing so, i have
encountered an error, that strangely appears only at some particular
case. The error is triggered by something as simple as making a
substitution on a polynomial. I have tri
On Oct 22, 8:06 am, William Stein wrote:
> Is there a research paper explaining the finite field approach to
> QQbar? It would be good to mention it here, since implementing
> similar functionality Sage for computing with QQbar would be a good
> project for somebody.
MR2578343 (2011d:13043) Ste
Currently, the default norm for matrices is the induced 2-norm, unless
the matrix is an RDF or CDF matrix, in which case the default norm is
the Frobenius norm. Needless to say, this is very confusing:
sage: a=matrix(QQ, 3, range(9))
sage: a.norm()
14.2267073908
sage: a.norm(2)
14.2267073908
s
On Mon, Oct 22, 2012 at 01:51:42PM +0200, Nathann Cohen wrote:
> Hello Everybody !
>
> I was made to notice several minutes ago that while my earthly body had
> been wandering around Paris for some time already, my soul of Sage
> developper soul was still enjoying the warm sun of southern
On Sun, Oct 21, 2012 at 9:46 AM, Nils Bruin wrote:
> On Oct 21, 4:03 am, mmarco wrote:
>> That was my first idea when i encountered these problems. But then,
>> things like primary decomposition rely on factorization of
>> polynomials... which will differ a lot from QQbar to an algebraic
>> exten
Hello Everybody !
I was made to notice several minutes ago that while my earthly body had
been wandering around Paris for some time already, my soul of Sage
developper soul was still enjoying the warm sun of southern France.
Though I am still convinced that it was the soul that was right,
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