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I have restricted my self to the disk and the sphere but that is a
reflection
of my interests and not of the implementation.

My main mathematical motivation is to work with skein relations.
For this I will need to be in sage as it involves working with linear
combinations.


On Oct 1, 6:19 pm, Vincent Delecroix <[email protected]>
wrote:
> Hi Bruce,
>
> > I have implemented ribbon graphs (aka planar diagrams)
> > This is in the repository
>
> >https://bitbucket.org/Bruce_Westbury
>
> > [...]
>
> I'm working on surface dynamics and need ribbon graphs at different
> places. I have an implementation of ribbon graphs which store only
> three permutations (as in the book of Lando and Zvonkine "Graphs on
> Surfaces and Their Applications"). Actually they are "partial"
> permutations (the domain need not be [0,...,n-1] but each permutation
> is a list of n elements). More generally, they consider
> constellations, which are n-tuples of permutations with the condition
> that their product is the identity.
>
> But, at the difference from yours, what I call a ribbon graph is not
> necessarily planar (it has a genus) which seems to be standard. It
> seems that you are interested in what I would call "ribbon graph of
> genus 0" ?
>
> I download your code but it is not clear at all for me what can I do
> with it... Could you try to put more examples or explanations ? In
> particular the definition of a ribbon graph. And also, what do you
> intend to do with your code ?
>
> The part which deals with embedding should be very useful.
>
> I have more technical comments after the reading of your code, but I
> first would like to know what are your mathematical and programming
> motivations.
>
> Best,
> Vincent

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