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LatticePoset: add atoms, coatoms, doubly irreducibles etc. #19190
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comment:4
This patch will add three functions. Also this will make New commits:
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Changed keywords from poset to latticeposet |
Commit: |
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comment:5
On my to-review list. |
Reviewer: Travis Scrimshaw |
comment:6
I did some (additional) touchups to the finite lattice category and minor tweaks. While I still prefer New commits:
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comment:7
In html documentation "See also: FinitePosets, LatticePosets, LatticePoset" the "LatticePoset" is a broken link. Where is it supposed to point? About "the": I don't understand. For example docstring for |
comment:8
Btw, I run doctests and they were successfull. So patchbots again give false errors. |
comment:9
Anyways, Sage with this patch is better than without, hence I mark this as positive_review. Broken links are more general problem. Nathann give one suggestion at #20095, but that should be talked separately. |
Changed branch from public/posets/add_methods-19190 to |
comment:11
"the" implies uniqueness, but there is not a unique poset. "this" within the context gives uniqueness. In fact, I would change all of those "the" to "this". |
Changed commit from |
comment:12
Replying to @tscrim:
Trying to understand... There is no direct translation for a/an/the in Finnish. I have learnt that if I say "Travis, open the window", it means that I have one specific window in my mind and I suppose that you also know what window I mean. "Open a window" means that there are several to choose one, and I don't care which one you open. In "Return the number of elements in the poset." I suppose that it is clear what poset we are referring to. |
comment:13
Replying to @jm58660:
I have absolutely zero understanding of Finnish (I don't think I've ever really encountered any before).
Yes, provided there is only one window we are discussing.
In a way, yes, but it is more precise to say "this poset" as there might be one more poset around (especially when there is another input of a poset). |
Add
atoms()
,coatoms()
, anddoubly_irreducibles()
to finite lattices.Component: combinatorics
Keywords: latticeposet
Author: Jori Mäntysalo
Branch:
aa58591
Reviewer: Travis Scrimshaw
Issue created by migration from https://trac.sagemath.org/ticket/19190
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