I'll be happy to help reviewing a ticket on SPQR-trees. Definitively useful.
An option could be to interface OGDF - Open Graph Drawing Framework 
(http://www.ogdf.net/). It has static and dynamic implementations of 
SPQRtrees, but it might be too challenging for a first contribution.
David.

Le mardi 18 octobre 2016 19:59:09 UTC+2, Joshua Fallon a écrit :
>
> Hi all, Sage rookie here. I've been working on writing functions to test 
> whether a graph can be embedded on the projective plane, as in Myrvold and 
> Roth's paper (
> http://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.45.1102&rep=rep1&type=pdf).
>  
> I'm still working out some bugs, and working on transitioning from Sage 
> functions to adding methods to the graphs class, but I think this could be 
> a useful tool for Sage to have. My first step is a decomposition of 
> two-connected graphs into three-blocks (cycles, cocycles, and 3-connected 
> graphs) as described by Tutte and Cunningham and Edmonds (or call it 
> SPQR-trees, if you like). I have this method in my local Sage source code 
> and I think it's worthwhile to have in its own right alongside 
> blocks_and_cuts_tree. I'd like to use this smaller method to make a first 
> small foray into actual contribution to Sage.
>
> Is it worth requesting a trac account now for the decomposition, or should 
> I hold off until the whole embeddability tester is running in my local 
> source code (assuming there's interest in that function itself)?
>
> Best,
> Joshua Fallon
>

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