#9880: Pynac comparison functions do not provide a SWO
------------------------------------------------------------------+---------
       Reporter:  jpflori                                         |         
Owner:  burcin                          
           Type:  defect                                          |        
Status:  needs_review                    
       Priority:  major                                           |     
Milestone:  sage-5.10                       
      Component:  symbolics                                       |    
Resolution:                                  
       Keywords:  pynac                                           |   Work 
issues:                                  
Report Upstream:  N/A                                             |     
Reviewers:  Burcin Erocal, Jean-Pierre Flori
        Authors:  Burcin Erocal, Jean-Pierre Flori, Volker Braun  |     Merged 
in:                                  
   Dependencies:  #13213                                          |      
Stopgaps:                                  
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Comment (by jpflori):

 I've had a quick look at the failing doctests and think there is no real
 problem hidden there.

 The only thing which may be a little distrubing is that now we print
 {{{
 (2*x+1)*x^2
 }}}
 rather than
 {{{
 x^2*(2*x+1)
 }}}

 This should be easily fixed in pynac hopefully, but even if not I don't
 think it should be a blocker.

 The other disturbing thing is than fractions get automatically modified
 when they used not to be:
 {{{
 File "devel/sage/doc/ru/tutorial/introduction.rst", line 49, in
 doc.ru.tutorial.introduction
 Failed example:
     k = 1/(sqrt(3)*I + 3/4 + sqrt(73)*5/9); k
 Expected:
     1/(I*sqrt(3) + 5/9*sqrt(73) + 3/4)
 Got:
     36/(20*sqrt(73) + 36*I*sqrt(3) + 27)
 }}}

 Apart from that we also get a lot of nicer things now (in addition to bug
 fixes) than before.

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/9880#comment:77>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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