Le 17/06/2014 00:01, Julian Rüth a écrit :
* Bruno Grenet [2014-06-16 23:41:31 +0200]:
First, I looked for these "_roots_univariate_polynomial" functions but they
do not seem to be defined anywhere ("grep -rl _roots_univariate_polynomial
SAGE_ROOT/src/sage/" only gives rings/polynomial/polynom
Congrats Volker - especially for your tenacity in pulling us into a better
world.
Andrew
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On 2014-06-18, William Stein wrote:
> On Jun 18, 2014 2:22 AM, "Dima Pasechnik" wrote:
>>
>> On 2014-06-18, John Cremona wrote:
>> > I noticed an announcement on the flint-dev list which led me to try
>> > this, and indeed we have the bug:
>> >
>> > sage: n=2007193456621
>> > sage: n.is_prime()
* Bruno Grenet [2014-06-19 09:21:29 +0200]:
> Le 17/06/2014 00:01, Julian Rüth a écrit :
> >In your case you would add a method _roots_univariate_polynomial to
> >sage.rings.integer_ring.IntegerRing_class.
> I have the following problem using this strategy of a
> _roots_univariate_polynomial metho
On Thursday, June 19, 2014 2:38:11 AM UTC-4, vdelecroix wrote:
>
> Note that there is already a method "nth_root" on several elements
> (ZZ, finite fields, etc). So I would rather go for "real_nth_root"
> which makes things clearer.
>
Perhaps we can then just get away with a "nth_root" symbolic
I just build 6.3.beta4 and when building the doc, I noticed large memory
usage spikes when compiling the "master document"s. I ended up eating up
all of my RAM (4 GB) plus swap space (2 GB) when running it in parallel (4
cores/threads) and it was trying to build 3-4 different master documents.
Hi all,
Dana Jacobsen recently advised us that certain composites were being passed
as prime by flint's primality testing functions n_is_prime and
n_is_probabprime. This in turn affects
n_is_factor which did not provide a factorisation of these numbers.
This bug has been fixed in flint-2.4.4, and
Hi,
Unfortunately, due to malicious abuse of resources, most access *to*
the outside internet *from* a SageMathCloud projects will soon be
removed. This will restrict what is possible using SMC (e.g., wget
from a terminal, downloading files from the web, etc.). We will
have a very small whit
Just to point out the obvious, this will reduce the usefulness of "pip".
Most, but not all, pip-installable packages are hosted on *.python.org.
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Is there a way to create a local mirror of all of pypi?
On Jun 19, 2014 11:43 AM, "Volker Braun" wrote:
> Just to point out the obvious, this will reduce the usefulness of "pip".
> Most, but not all, pip-installable packages are hosted on *.python.org.
>
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On Thu, Jun 19, 2014 at 10:56 AM, William Stein wrote:
> Hi,
>
> Unfortunately, due to malicious abuse of resources, most access *to*
> the outside internet *from* a SageMathCloud projects will soon be
> removed. This will restrict what is possible using SMC (e.g., wget
This block should now be
William Stein writes:
> Is there a way to create a local mirror of all of pypi?
Maybe with bandersnatch?
https://pypi.python.org/pypi/bandersnatch
Best,
Jorge.
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Some observations from this change:
1) The "From Internet" button in the +New tab is right now a complete lie,
and gives un-user friendly error messages. Either you should remove this
button (for now), or somehow make it bypass the whitelist.
2) You cannot ssh out (nor use any services that rely o
On Friday, June 13, 2014 6:28:17 PM UTC-4, Bruno Grenet wrote:
>
> Dear all,
>
> I am new to Sage development and I'd like some help or advice for the
> following task:
>
> There is right now no specific algorithm for computing roots of Sparse
> Polynomials in Sage. Such algorithms exist, at lea
I just released a new version of the patchbot:
http://sage.math.washington.edu/home/robertwb/patches/patchbot-2.2.spkg
https://github.com/robertwb/sage-patchbot/compare/2.1.1.1...2.2
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