Hey! Thanks for raising these questions.
This list is more for questions about Sage usage, so I forwarded
your question to sage-devel, a more natural place to discuss it.
For anybody interested, the discussion is at:
https://groups.google.com/d/topic/sage-devel/i9ubOqBWDLA/discussion
Best, Sa
bump
Is there any interest in this?
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If you're willing to work with field coefficients, there is the method
"homology_with_basis":
sage: T = simplicial_complexes.Torus()
sage: H = T.homology_with_basis()
sage: H
Homology module of Minimal triangulation of the torus over Rational Field
sage: H.basis()
Finite family {(2, 0): h_{2,0},
For an abstract finite simplicial complex C, the method
homology(algorithm='auto',generators=True) uses CHomP to compute the
homology groups and their generators. The generators are conveniently
expressed as sums of simplices from C rather than as coefficient vectors of
chains from the chain co
I didn't look at whether this is/was a bug but anyway I have
opened https://trac.sagemath.org/ticket/21461 for documenting that it now
works.
On Wednesday, September 7, 2016 at 9:01:24 PM UTC-4, Tracy Hall wrote:
>
> This bug is apparently fixed by now, since it behaved correctly when I
> tried
