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Complete and Random Semi-Complete digraph generators #19253
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Branch: u/dcoudert/semi_complete |
comment:2
I have named the the comple digraph generator New commits:
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Commit: |
comment:3
Hello David, Could you add seealso links between your two functions and Also, I am surprised that you need to distinguish the case About the final Lastly, could you document in Thanks, Nathann |
Branch pushed to git repo; I updated commit sha1. New commits:
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comment:5
I have addressed all your comments. |
comment:6
Hello again, It seems that the documentation of RandomSemiComplete is not displayed as intended. Sphinx does not like it when one mixes italic and latex formulas. Also, the seealso section usually appears before the tests. Could you also move the entry of RandomSemiComplete one line above, i.e. next to the other random graph generators? Nathann |
Branch pushed to git repo; I updated commit sha1. New commits:
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comment:8
I have implemented all requested changes. In particular, I have rephrased the documentation to avoid the italic/latex issue. |
Reviewer: Nathann Cohen |
comment:9
Okayyyyyyyyyy, Nathann |
comment:10
Thank you so much Nathann. |
Changed branch from u/dcoudert/semi_complete to |
A digraph is semi-complete if for any pair of vertices u and v, it has at least one edge of uv and vu. Such digraphs have been used in the study of directed pathwidth and cutwidth [1].
Surprizingly, we had no complete digraph generator. This is now done.
[1] Michal Pilipczuk. Computing cutwidth and pathwidth of semi-complete digraphs via degree orderings. STACS 2013: 197-208
Component: graph theory
Author: David Coudert
Branch/Commit:
0c53068
Reviewer: Nathann Cohen
Issue created by migration from https://trac.sagemath.org/ticket/19253
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