#9894: Group cohomology spkg, version 2.1
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   Reporter:  SimonKing                                                     |   
    Owner:  tbd                                
       Type:  enhancement                                                   |   
   Status:  needs_review                       
   Priority:  major                                                         |   
Milestone:  sage-4.6                           
  Component:  optional packages                                             |   
 Keywords:  modular group cohomology solaris t2
     Author:  Simon King                                                    |   
 Upstream:  N/A                                
   Reviewer:                                                                |   
   Merged:                                     
Work_issues:  Is the code independent of the computer's newline character?  |  
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Comment(by kcrisman):

 > Could you test the following, please:
 > {{{
 > sage: R = singular.ring(0,'(x,y)','dp')
 > sage: I = singular.maxideal(3)
 > sage: singular.eval('print(%s)'%I.name()).split(',\n')
 > ['y^3', 'x*y^2', 'x^2*y', 'x^3']
 > sage: [t.strip() for t in
 singular.eval('print(%s)'%I.name()).split(',')]
 > ['y^3', 'x*y^2', 'x^2*y', 'x^3']
 > }}}
 Well:
 {{{----------------------------------------------------------------------
 | Sage Version 4.5.3, Release Date: 2010-09-04                       |
 | Type notebook() for the GUI, and license() for information.        |
 ----------------------------------------------------------------------
 sage: R = singular.ring(0,'(x,y)','dp')
 sage: I = singular.maxideal(3)
 sage: singular.eval('print(%s)'%I.name()).split(',\n')
 ['y^3', 'x*y^2', 'x^2*y', 'x^3']
 sage: [t.strip() for t in singular.eval('print(%s)'%I.name()).split(',')]
 ['y^3', 'x*y^2', 'x^2*y', 'x^3']
 }}}
 But:
 {{{
 Successfully installed p_group_cohomology-2.1
 Running the test suite.
 Testing the package pGroupCohomology...
 Will use 1 parallel processes

 pGroupCohomology fails
 pGroupCohomology.unit_test_64 passes in 585.23 s
 pGroupCohomology._IsKeyEquivalent passes in 52.95 s
 <snip>
 pGroupCohomology.resolution.G_ALG.kG_map passes in 16.91 s
 pGroupCohomology.resolution.G_ALG.isAbelian passes in 17.09 s
 pGroupCohomology.resolution.MasseyDefiningSystems passes in 15.39 s
 pGroupCohomology.resolution.MasseyDefiningSystems.__init__ passes in 15.38
 s
 pGroupCohomology.resolution.MasseyDefiningSystems._make passes in 15.43 s
 pGroupCohomology.resolution.MasseyDefiningSystems.values passes in 17.53 s
 There were doctest failures:
 pGroupCohomology:
 sage -t -optional -long
 "/Users/crisman/.sage/temp/Crismans_Computer.local/3200/dir_0/file_0.py"
 *** *** Error: TIMED OUT! PROCESS KILLED! *** ***

          [1803.1 s]

 ----------------------------------------------------------------------
 The following tests failed:


         sage -t -optional -long
 "/Users/crisman/.sage/temp/Crismans_Computer.local/3200/dir_0/file_0.py" #
 Time out
 Total time for all tests: 1803.4 seconds


 Summary
 -------

 The following tests fail:
   pGroupCohomology
 Total time: 15702.23 sec
 }}}
 So now I'll just
 {{{
 export SAGE_TIMEOUT_LONG=3600
 }}}
 and `./sage -f` it again, and hopefully all will be well in the morning.
 I have to say, five hours to install and test - that's quite an spkg,
 quite the computation!

-- 
Ticket URL: <http://trac.sagemath.org/sage_trac/ticket/9894#comment:22>
Sage <http://www.sagemath.org>
Sage: Creating a Viable Open Source Alternative to Magma, Maple, Mathematica, 
and MATLAB

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