That definitely is not a bug in CombinatorialFreeModule, so there shouldn't
be anything changed there. It is doing what it is told: that its indexing
set is in finite sets. I would say the bug is purely in the
DisjointUnionEnumeratedSets not doing a full check of its member sets.
Best,
Travis
Have you looked at installing sage from conda? It's a package manager that
can be installed without root privileges and you don't have to compile sage
because it's already compiled.
https://doc.sagemath.org/html/en/installation/conda.html
Isuru
On Sat, Jun 20, 2020 at 1:44 PM Franco Saliola wro
Hello,
I am trying to create a binary for CentOS 7. I have not been able to find a
guide on how to create binaries, so I've been piecing together the
procedure from various sources and so I have a few questions.
First of all, my goal is to use sage on a cluster running CentOS 7. I can't
insta
Dear Sage-Developers,
in the SageManifolds part, most component-wise computations can be
performed on multiple cores. However, the wedge product has not been
parallelized yet. But since I need this for some computations in "higher"
dimensions, I want to contribute this to the project. I had alr
On Jun 20, Markus Wageringel wrote:
I think the problem here is that enumerating over a disjoint union of an
infinite set and a finite set will never reach the elements in the finite set.
There is this comment in the documentation of DisjointUnionEnumeratedSets
Possible extensions: the cu
Am Freitag, 19. Juni 2020 18:40:34 UTC+2 schrieb Nils Bruin:
>
> All this disappears once we are happy using functions with two parameters
> as "action operation":
>
> left = G.acting_on_the_left_on(M) # or left = M.left_action_by(G)
>
> left(g,m)
>
> left = G.acting_on_the_right_on(M) # or left =
I think the problem here is that enumerating over a disjoint union of an
infinite set and a finite set will never reach the elements in the finite
set. There is this comment in the documentation of
DisjointUnionEnumeratedSets
Possible extensions: the current enumeration order is not suitable
