#15028: More named finitely presented groups
-------------------------------------------------+-------------------------
       Reporter:  dshurbert                      |        Owner:
           Type:  enhancement                    |       Status:
       Priority:  minor                          |  needs_review
      Component:  group theory                   |    Milestone:
       Keywords:  group presentations, free      |   Resolution:
  groups,  finitely presented groups             |    Merged in:
        Authors:  Davis Shurbert                 |    Reviewers:  Travis
Report Upstream:  N/A                            |  Scrimshaw
         Branch:                                 |  Work issues:
   Dependencies:  #14791, #14913, #14813         |       Commit:
                                                 |     Stopgaps:
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Old description:

> Add more groups accessible through {{{groups.presentation.}}} tab
> completion. This patch finishes off all named groups of order 15 or less,
> but not all groups associated with a universal name are implemented. The
> goal of this functionality is to make group presentations a topic more
> accessible to undergraduate students.
>
> Depends on #14813 and #14791 for the named finitely presented groups
> infrastructure, and #14913 for computations with fp groups.

New description:

 Add more groups accessible through {{{groups.presentation.}}} tab
 completion. This patch finishes off all named groups of order 15 or less,
 but not all groups associated with a universal name are implemented. The
 goal of this functionality is to make group presentations a topic more
 accessible to undergraduate students.

 Depends on #14813 and #14791 for the named finitely presented groups
 infrastructure, and #14913 for computations with fp groups.

 __Apply__

 [attachment:trac_15028_more_named_fpgroups.patch]

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Comment (by dshurbert):

 Just removed unnecessary import, ignore the stray attachment. Thanks for
 the catch,

 Davis

--
Ticket URL: <http://trac.sagemath.org/ticket/15028#comment:5>
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