Difference between revisions of "ApCoCoA-1:GroupsToCheck"

From ApCoCoAWiki
Line 1: Line 1:
 
=== <div id="GroupsToCheck">[[:ApCoCoA:Symbolic data#GroupsToCheck|Back to Symbolic Data]]</div> ===
 
=== <div id="GroupsToCheck">[[:ApCoCoA:Symbolic data#GroupsToCheck|Back to Symbolic Data]]</div> ===
 
==== Inserted Groups ====
 
==== Inserted Groups ====
 
+
Baumslag-Gersten Group
 +
  Checked: No
 +
  Notes: --
 
Braid Group
 
Braid Group
 
   Checked: No
 
   Checked: No

Revision as of 07:53, 16 August 2013

Inserted Groups

Baumslag-Gersten Group

 Checked: No
 Notes: --

Braid Group

 Checked: No
 Notes:  --

Cyclic Group

 Checked: No
 Notes:  --

Dicyclic Group

 Checked: No
 Notes:  I added two different implementations, one with explicit invers elements and one without. I think the
 second one is the right one. The computation of the first implementation results in a GB with size 2812, the
 second one with size 901.

Dihedral Group

 Checked: No
 Notes: It follows, that a^{-1} = a^{2n-1} and that b^{4} = 1 (second equation) --> b^{-1} = b^{3}
 My question is, do I have to implement the last equation with b^{3} instead of b^{-1} or should
 I use 4 generators (a invers to c, b invers to d)?