[sage-combinat-devel] Re: The queue on 5.6.beta2

2013-01-05 Thread Hugh Thomas

Thanks, Travis and Christian!

Christian, it looks like your patch 
trac_11187-finite_reflection_groups-cs.patch imports UCF on sage startup, 
which means that removing UCF meant sage wouldn't start with the queue 
applied.  This was affecting all versions, not just 5.6 betas, so I went 
ahead and reinstated your UCF patch with the parts from #13727 and #13728 
removed.  Feel free to resolve this whatever way you like in the longer 
term, of course.

cheers,

Hugh

On Friday, January 4, 2013 8:06:45 AM UTC-8, Hugh Thomas wrote:
>
>
> Hi everyone!
>
> Below are the results of my attempt to apply the queue on 5.6.beta2.  
>
> Nicolas: trac_10193-graded_enumerated_sets-nt.patch needs to be rebased 
> over #13742 (Nathann's ticket about the permutations code), which needs to 
> be added into the queue.  
> Also, category-symmetric_groups-nt.patch needs a trivial rebase over #13366
>
> Travis: trac_8392-check_permutation-ts.patch also needs to be rebased over 
> #13742.  
>
> Christian: trac_8327_universal_cyclotomic_field-cs.patch needs to be 
> rebased over your patches #13727 and #13728, which also need to be added 
> into the queue.  (Unless I'm mistaken, the rebase just amounts to deleting 
> the corresponding hunks from trac_8327.)
>
> Florent: gap3_spkg_doc_link-fh.patch needs what may be a trivial rebase 
> over #13211 (GAP upgrade).
>
> cheers,
>
> Hugh
>

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Re: [sage-combinat-devel] Lattice paths in Sage

2013-01-05 Thread Nicolas M. Thiery
On Fri, Jan 04, 2013 at 09:38:43PM +0100, Christian Stump wrote:
> I see that there is quite some stuff implemented for "WordPaths". I
> now wonder if someone already has code (or how much work would it be)
> to provide the possibility of constructing WordPaths from a given
> start point A to a given end point B that are contained in a region
> given by linear (or polynomial, or other) inequalities. I do assume a
> priori (since this is almost impossible to check in general, if I
> recall correctly) that there are only finitely many paths from A to B.
> 
> This seems to be fairly easy to implement:
> 
> - if A and B coincide, use the empty path,
> - otherwise check for every point A+S for a given step S if all given
> inequalities are satisfied, and append S to all paths from A+S to B.
> 
> Similarly, one can obtain all paths within the region starting at A of
> a given length. A more general question: what about finding by breadth
> first search all finite length paths from A to B, even if there exist
> paths of arbitrary length ? This must certainly be a known problem...
> 
> Such an implementation could be used to define all kinds of relatives
> of Dyck and Schröder like paths (and also tons of others)...

Quick comment for the special cases where the paths have a "main
direction" like for Dyck and Schröder paths (each step goes right and
up or down by a certain amount): IntegerListsLex should cover many of
those. For non self-intersecting paths, Xavier Provencal could be a
good person to ask.


Cheers,
Nicolas
--
Nicolas M. Thiéry "Isil" 
http://Nicolas.Thiery.name/

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