>
> > The reason to wonder is that it seems to provide methods to a polyhedron
> > object which make no sense:
> >
> >
> > .is_idempotent()
> > .is_zero()
> > .n()
> > .numerical_approx()
> > .subs()
> > .substitute()
>
> This is a *mess* that should actually be removed from Element!
FWIW I have recently written a library that performs certified root
continuation of bivariate polynomials. It makes extensive use of MPFR, and
plan to include it as a Sage package. So, since the goal is to make
certified computations, it would be really nice to have a formal proof of
the underl
On 04/05/2017 16:31, david.coud...@inria.fr wrote:
So the problem is already addressed.
solves the issue. Did you open a ticket?
No.
Thank you.
#22948 needs review. Thank you.
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So the problem is already addressed.
solves the issue. Did you open a ticket?
>
No.
Thank you.
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Indeed,
{{{
--- a/src/sage/combinat/designs/design_catalog.py
+++ b/src/sage/combinat/designs/design_catalog.py
@@ -123,4 +123,4 @@ deprecated_callable_import(17034,
("This function will soon be removed. Use
the designs.orthogonal_arrays.* functions instead"))
# We
I thought that this would not appear in tab completion. absolute_import
comes from lines such as
from __future__ import absolute_import
that are aimed to simplify the transition to Python 3. You can see that
it is everywhere
sage: sage.combinat.ribbon_tableau.absolute_import
_Fea
designs. shows absolute_import
and we have
sage: designs.absolute_import
_Feature((2, 5, 0, 'alpha', 1), (3, 0, 0, 'alpha', 0), 16384)
I don't understand what's going on.
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On 04/05/2017 12:30, jplab wrote:
Dear all,
Some time ago, during the Sage Days 84 in Olot,
https://wiki.sagemath.org/days84
some participants (including myself) wondered why would Polyhedron objects
inherit from the "Element" class.
The reason to wonder is that it seems to provide methods to
Dear all,
Some time ago, during the Sage Days 84 in Olot,
https://wiki.sagemath.org/days84
some participants (including myself) wondered why would Polyhedron objects
inherit from the "Element" class.
The reason to wonder is that it seems to provide methods to a polyhedron
object which make n
can you CC me for the translation of "Calcul Mathématique avec Sage" ? in
trac/github i'm "mforets"
in the long term i look forward to contributing to a Spanish version!
El jueves, 4 de mayo de 2017, 5:21:15 (UTC+2), Nicolas M. Thiéry escribió:
>
>Dear Dominique,
>
> On Wed, May 03, 2017
More precisely, I do receive a notification the first time I modify a
ticket (because I created it, or added a first comment, etc). But I do
not receive any other notifications afterwards.
On 03/05/2017 18:09, Vincent Delecroix wrote:
Hello,
I did not receive the notifications from trac for t
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