#12630: Add representations of quivers and quiver algebras to sage
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       Reporter:  JStarx                                                      | 
        Owner:  AlexGhitza  
           Type:  enhancement                                                 | 
       Status:  needs_review
       Priority:  major                                                       | 
    Milestone:  sage-5.11   
      Component:  algebra                                                     | 
   Resolution:              
       Keywords:  algebra, quiver, module, days49                             | 
  Work issues:              
Report Upstream:  N/A                                                         | 
    Reviewers:  Simon King  
        Authors:  Jim Stark, Simon King, Mathieu Guay-Paquet, Aladin Virmaux  | 
    Merged in:              
   Dependencies:  #12412, #12413                                              | 
     Stopgaps:              
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Changes (by SimonKing):

  * status:  needs_work => needs_review
  * work_issues:  Add a TestSuite test =>


Comment:

 I updated the last patch, and now, from my perspective, it is good to go!
 Hence, now it really needs review...

 Changes with respect to last time:
 - The invalid path now evaluates as zero in the path algebra. This was the
 last obstruction for `TestSuite`, and now there is a `TestSuite` test for
 all parents (free small category, algebra, representation, homspace)
 involved in this patch. This was done by overloading the `_monomial()`
 method of an algebra.
 - I added a `cardinality()` method for free small categories, such that
 the dimension of a path algebra A becomes available. Unfortunately,
 `list(A.basis())` would not work, because `A.basis()` (which is a free
 small category) is not initialised as an object of
 `FiniteEnumeratedsets()`---perhaps it should be. I'll check how difficult
 this would be.

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/12630#comment:110>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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