find cycle in array

7 vues (au cours des 30 derniers jours)
NA
NA le 22 Oct 2018
Modifié(e) : Matt J le 5 Juin 2020
I have a M M=[1,2 ;1,5; 2,4;2,5;4,5; 4,9;5,6;6,11;9,10;10,11] I want to find a loop in this array. I want this answer A={[1,2,5],[2,4,5],[4,5,6,9,10,11]}
  7 commentaires
Sim
Sim le 9 Oct 2019
Modifié(e) : Sim le 9 Oct 2019
Yes, thank you.. I tried what you suggested:
[1] Count all cycles in simple undirected graph version 1.2.0.0 (5.43 KB) by Jeff Howbert
[2] Count Loops in a Graph version 1.1.0.0 (167 KB) by Joseph Kirk
Unfortunately, both solutions [1] and [2] were not working for my case... but I understood more about the problem and the way to describe it! Thanks a lot, very helpful FileExchange submissions!
Just for information, the solution I was looking for was kindly provided by Matt J here:
Can Chen
Can Chen le 5 Juin 2020
Hi Na, I work at MathWorks on graphs. If you have a few minutes, I would very much appreciate hearing more about your workflow using cycles. Would you please contact me directly?

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Réponse acceptée

Matt J
Matt J le 5 Juin 2020
Modifié(e) : Matt J le 5 Juin 2020
This can be done using the spatialgraph2D submission on the File Exchange,
M = [1,2 ;1,5; 2,4;2,5;4,5; 4,9;5,6;6,11;9,10;10,11]
G = graph(M(:, 1), M(:, 2));
hg=plot(G);
obj=spatialgraph2D(G,hg.XData,hg.YData);
[~,A]=obj.polyshape;
>> A{:}
ans =
1 5 2
ans =
2 5 4
ans =
4 5 6 11 10 9
>> obj.mosaic

Plus de réponses (2)

KSSV
KSSV le 22 Oct 2018
M=[1,2 ;1,5; 2,4;2,5;4,5; 4,9;5,6;6,11;9,10;10,11] ;
A={[1,2,5],[2,4,5],[4,5,6,9,10,11]} ;
[c,ia,ib] = unique(M(:,1)) ;
N = length(c) ;
B = cell(N,1) ;
for i = 1:length(c)
T = M(ib==i,:) ;
B{i} = unique(T(:)) ;
end

Guillaume
Guillaume le 22 Oct 2018
There are no built-in algorithms in matlab to find cycles in graphs (undirected or directed). You'll either have to write your own, eg. using DFS or BFS (both DFS and BFS are implemented in matlab) or some other algorithm that you can find using your favorite search engine, or you'll have to use one of the submissions in the FileExchange ( [1], [2], and probably more)

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