User contributions
From ApCoCoAWiki
- 10:03, 10 September 2013 diff hist +300 ApCoCoA-1:GroupsToCheck
- 08:15, 10 September 2013 diff hist +66 Group Examples →Triangle groups
- 07:16, 10 September 2013 diff hist +867 N ApCoCoA-1:Modular group New page: === <div id="Modular_group">Modular group</div> === ==== Description ==== The Modular group has the following representation: PSL(2,Z) = <a,b | a...
- 07:08, 10 September 2013 diff hist 0 ApCoCoA-1:SpecialLinear group
- 07:08, 10 September 2013 diff hist +1 ApCoCoA-1:SpecialLinear group
- 07:06, 10 September 2013 diff hist +1,114 N ApCoCoA-1:SpecialLinear group New page: === <div id="SpecialLinear_group">SpecialLinear group</div> === ==== Description ==== The special linear group over Z is the group of all n x...
- 06:59, 10 September 2013 diff hist +1,180 N ApCoCoA-1:Quaternion group New page: === <div id="Quaternion_group">Quaternion group</div> === ==== Description ==== This particular group is non-abelian with the order 8. The Quate...
- 06:58, 10 September 2013 diff hist +2,524 N ApCoCoA-1:Tits group New page: === <div id="Tits_group">Tits group</div> === ==== Description ==== The Tits group was found by Jacques Tits in 1964. It is a finite simple group and ...
- 06:58, 10 September 2013 diff hist +446 ApCoCoA-1:GroupsToCheck
- 06:57, 10 September 2013 diff hist +783 N ApCoCoA-1:Ikosaeder group New page: === <div id="Ikosaeder group">Ikosaeder group</div> === ==== Description ==== The Ikosaeder group has the following representation: I = <a,b |...
- 06:57, 10 September 2013 diff hist +900 N ApCoCoA-1:Oktaeder group New page: === <div id="Oktaeder group">Oktaeder group</div> === ==== Description ==== The Oktaeder group is a subgroup of the symmetric group. Like the Tetr...
- 06:57, 10 September 2013 diff hist +954 N ApCoCoA-1:Tetraeder group New page: === <div id="Tetraeder group">Tetraeder group</div> === ==== Description ==== The Tetraeder group is isomorphic to the alternating group A_4. Geo...
- 06:56, 10 September 2013 diff hist -97 ApCoCoA-1:Symmetric groups
- 06:49, 10 September 2013 diff hist +1,688 N ApCoCoA-1:Symmetric groups New page: === <div id="Symmetric_groups">Symmetric groups</div> === ==== Description ==== The elements of the symmetric group S_n are all permutations of ...
- 06:47, 10 September 2013 diff hist -1 ApCoCoA-1:Lamplighter group
- 13:09, 20 August 2013 diff hist +11 ApCoCoA-1:Heisenberg groups →Description
- 13:08, 20 August 2013 diff hist +63 N File:HeisenbergMatrix.png Used for the definition of Heisenberg groups in "Symbolic Data" current
- 10:16, 20 August 2013 diff hist +1 Group Examples →Alternating groups
- 10:16, 20 August 2013 diff hist +29 Group Examples
- 10:15, 20 August 2013 diff hist +393 Group Examples