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Let CombinatorialPolyhedron handle f_vector of polyhedra #28625
Comments
Branch: public/28625 |
New commits:
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Commit: |
comment:4
Running f_vector twice on truncated_dodecahedron will ignore the error and create a wrong f_vector
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Branch pushed to git repo; I updated commit sha1. New commits:
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comment:7
It looks good now. |
Reviewer: Laith Rastanawi |
comment:9
missing author name |
Author: Jonathan Kliem |
comment:11
Just a comment. I have no idea where this was added due to the 1000 tickets:
This error message is very misleading. I would change this to something that does not use the word join. Usually, facet are convex hulls of vertices. Is this what fails here? If yes, then I would change it to that. |
comment:12
Replying to @jplab:
It's an error message that was generated in Its a lot better than what we used to get. This was a very cryptic If you think it should be changed now, you can put this ticket, #28605, #28606 and #28614 on needs work, because there will be merge conflicts. Otherwise, we can always fix this later. |
comment:13
Replying to @kliem:
Please let the positively reviewed tickets get into a beta before trying to shove them all at once. It's simply impossible to review otherwise. |
comment:14
Replying to @jplab:
I agree that it is a bit confusing. This ticket here has a total number of 7 commits and three of them belong to #28621 and #28607. I think this is doable. As this ticket and #28605 conflict, we need to make one depend on the other. I just figured that this here is easier than #28605. |
Changed branch from public/28625 to |
CombinatorialPolyhedron
computes thef_vector
much faster than the current algorithm. In addition it is very memory efficient.The goal of this ticket is to replace the method in
Polyhedron_base
by the method inCombinatorialPolyedron
.Here is a tiny example of the comparison:
Depends on #28621
Depends on #28607
CC: @jplab @LaisRast
Component: geometry
Author: Jonathan Kliem
Branch/Commit:
bf85a62
Reviewer: Laith Rastanawi
Issue created by migration from https://trac.sagemath.org/ticket/28625
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