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strongly regular tournaments #24682
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Author: Matteo Cati |
Commit: |
New commits:
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comment:3
You assume the existence of a unique strongly regular digraph of order n. Is it the case ?
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comment:4
no, they are usually not unique (IIRC, already for 19 nodes it's not the case) |
comment:5
But where do you see a uniqueness promise? The docs say
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comment:6
I haven't seen any promise on the uniqueness. I just observed that the construction always returns the same digraph of order n. |
comment:7
yes, it's the same for many other combinatorics and graphs constructions. (the trac is read-only for all, except me, now, we'll get back to this on GitHub :-)) |
comment:8
test+1 |
Removed branch from the issue description because it has been replaced by PR #34986 |
This is a followup to #24045:
This is generalisation of Paley digraphs from #24045, due to A.Duval, J.Comb.Th. 47(1988) pp. 71-100, nowadays called strongly regular digraph/tournament. We can use code in comment 14 of #24045, and Paley would be a subcase (in fact, this code will give you Paley if 4n-1 happens to be a prime power).
Component: graph theory
Author: Matteo Cati
Issue created by migration from https://trac.sagemath.org/ticket/24682
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