#9112: adding maximum entry option to SemistandardTableaux()
-----------------------------+----------------------------------------------
   Reporter:  QuantumKing    |       Owner:  QuantumKing          
       Type:  enhancement    |      Status:  positive_review      
   Priority:  major          |   Milestone:  sage-4.5             
  Component:  combinatorics  |    Keywords:  semistandard tableaux
     Author:  Eric Webster   |    Upstream:  N/A                  
   Reviewer:  Jason Bandlow  |      Merged:                       
Work_issues:                 |  
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Changes (by jbandlow):

  * status:  needs_review => positive_review


Old description:

> Sage-4.4.2, combinat/tableau.py:
>
> Currently, the function SemistandardTableaux(p=None, mu=None) has a
> default maximum entry of sum(p) if p is a partition and p if p is an
> integer. I want to add the option to specify a maximum entry.
>
> SemistandardTableaux(mu=[...]) returns all semistandard tableaux when it
> should return semistandard tableaux with content mu.
>
> Also, the representation of the SST classes should state the maximum
> entry.
>
> Eric

New description:

 Sage-4.4.2, combinat/tableau.py:

 Currently, the function SemistandardTableaux(p=None, mu=None) has a
 default maximum entry of sum(p) if p is a partition and p if p is an
 integer. I want to add the option to specify a maximum entry.

 SemistandardTableaux(mu=[...]) returns all semistandard tableaux when it
 should return semistandard tableaux with content mu.

 Also, the representation of the SST classes should state the maximum
 entry.

 Release manager: Apply only
 
[http://trac.sagemath.org/sage_trac/attachment/ticket/9112/trac_9112_folded.patch
 trac_9112_folded.patch]

--

Comment:

 Thanks Eric, positive review!  Nice work.  I've uploaded a patch which
 folds all the other changes together, to make things easier on the release
 manager. It contains nothing new.

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/9112#comment:20>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
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