#8703: Combinatorial Rooted Ordered and Binary Trees
-----------------------------------------------------+----------------------
       Reporter:  hivert                             |         Owner:  hivert   
   
           Type:  enhancement                        |        Status:  
needs_review
       Priority:  major                              |     Milestone:  sage-5.7 
   
      Component:  combinatorics                      |    Resolution:           
   
       Keywords:  trees, Cernay2012                  |   Work issues:           
   
Report Upstream:  N/A                                |     Reviewers:           
   
        Authors:  Florent Hivert, Frédéric Chapoton  |     Merged in:           
   
   Dependencies:  #8702                              |      Stopgaps:           
   
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Old description:

> The patch defines several new classes for dealing with
>
>  - rooted recursive ordered trees (labelled and not)
>
>  - binary trees (labelled and not)
>
> It also add the computation of the binary search tree and the decreasing
> or increasing tree for a permutation
>
> It finally defines the bijection to Dyck words
>
> '''Apply:''' [attachment:trac_8703-trees-fh.patch]

New description:

 The patch defines several new classes for dealing with

  - rooted recursive ordered trees (labelled and not)

  - binary trees (labelled and not)

 It also add the computation of the binary search tree and the decreasing
 or increasing tree for a permutation

 It finally defines the bijection to Dyck words

 '''Apply:'''
  - [attachment:trac_8703-trees-fh.patch]
  - [attachment:trac_8703-additional-feature-fh.patch]

--

Comment (by hivert):

 Replying to [comment:24 stumpc5]:
 > Thanks -- I wait for Florent or Fred for approval of your change.

 Thanks Viviane for this very good idea ! However, I feel that it should be
 more documented as well as tested. That's why I revamped your patch in a
 bigger patch. Please review it knowing that I'm Ok with your changes (the
 tests I added pass :-).

 Florent

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/8703#comment:25>
Sage <http://www.sagemath.org>
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