On Tuesday, December 18, 2012 at 1:29:55 PM UTC+5:30, samontab wrote:
>
> Hello Matti,
>
> You can use OpenCV from Sage. I just wrote a tutorial on how to get
> everything working.
> I was able to detect faces directly from the Sage notebook interface, so I
> guess you should be able to use the
It still (2015-06-12,06:50 CET) fails for me. Not *that* transient, it
seems...
And, yes, I can ssh from this machine to The Rest of The World...
HTH,
--
Emmanuel Charpentier
Le vendredi 12 juin 2015 00:26:40 UTC+2, Volker Braun a écrit :
>
> Transient error or port 22 blocked, I guess. Works f
Transient error or port 22 blocked, I guess. Works for me:
$ git trac fetch 18229
remote branch: f451e9a5227d73fc5ab8719857a4d17aae129eb8
>From git://trac.sagemath.org/sage
* branchf451e9a5227d73fc5ab8719857a4d17aae129eb8 -> FETCH_HEAD
On Thursday, June 11, 2015 at 8:01:02 PM UTC+
Update : I just got :
error: RPC failed; result=22, HTTP code = 500
fatal: The remote end hung up unexpectedly
As far as I know, HTTP error code 500 is ... internal server error. Ouch !
This smells...
HTH,
--
Emmanuel Charpentier
Le jeudi 11 juin 2015 20:01:02 UTC+2, Emmanuel Charpentier a écr
Dear list,
The trac repository seems no longer able to answer my "fetch" requests.
My status :
git status
Sur la branche develop
Votre branche est à jour avec 'origin/develop'.
Fichiers non suivis:
(utilisez "git add ..." pour inclure dans ce qui sera validé)
src/sage_setup/autogen/pari/t
>
> How to process images in sagemath? I did upload image through Data menu
> in notebook and when I evaluate it by writing "DATA+'first.png' " I got this
>
> '/home/sageadm/nbfiles.sagenb/home/avikashyap620/1/data/first.png'.
>
>
> After that I didn't understand how to display images.
>
DATA
I have two polynomials $p(x)$ and $q(x)$ and I want to know if there are
roots of the equation $\frac{p'}{p} = \frac{q'}{q}$ in the domain
$(a,\infinity)$ - where $a = max \{ roots(p),roots(q) \}$
This is the same as asking for the roots of the polynomial, $p'q - pq' = 0$
in the same domain.
Thanks.
On Tuesday, June 9, 2015 at 1:50:51 PM UTC-5, Nathann Cohen wrote:
>
> > Didn't get you. Can you explain a bit more?
>
> A partition of the edges of a graph into disjoint matchings is called
> an edge-coloring. With the function I gave you, you can compute an
> edge-coloring of you
Please find below my complete code.
I am facing problems withe last segment of the code with is in red. I am
not able to get the results printed from the same. Please help me out.
html('Tyre Designby : Madan Saini')
#Input Parameters
PI = pi.n()
r = var('r')
@interact(layout=[['t_size'],['od','
On Thu, Jun 11, 2015 at 4:12 AM, wrote:
> Hi,
>
> I want to copy mail from outlook to SAGE using C#. Can anyone suggest
> something.
>
Seems like you have the wrong email list. The instructions for
unsubscribe are below.
This list is for those using the program available at www.sagemath.org
> -
Thank u very much,
this was exactly what I was looking for.
Really helped me.
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Hi,
I want to copy mail from outlook to SAGE using C#. Can anyone suggest
something.
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I traced the problem back and it reduces to this
F = GF(2)
L. = PowerSeriesRing(F,'t')
R. = PolynomialRing(L,'x,y')
PolynomialSequence([], R)
failing. The problem is that the constructor of PolynomialSequence
distinguishes implicitly between fields of characteristic != 2 and finite
fields of ch
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