Difference between revisions of "Template:Lie groups"

From blackwiki
Jump to navigation Jump to search
imported>Hyacinth
imported>Quondum
(italics on variable parameter/subscript 'n')
Line 16: Line 16:
 
| list2title = [[Classical group]]s
 
| list2title = [[Classical group]]s
 
| list2 = <div class="plainlist">
 
| list2 = <div class="plainlist">
* [[General linear group|General linear]] GL(n)
+
* [[General linear group|General linear]] GL(''n'')
* [[Special linear group|Special linear]] SL(n)
+
* [[Special linear group|Special linear]] SL(''n'')
* [[Orthogonal group|Orthogonal]] O(n)
+
* [[Orthogonal group|Orthogonal]] O(''n'')
* [[Special orthogonal group|Special orthogonal]] SO(n)
+
* [[Special orthogonal group|Special orthogonal]] SO(''n'')
* [[Unitary group|Unitary]] U(n)
+
* [[Unitary group|Unitary]] U(''n'')
* [[Special unitary group|Special unitary]] SU(n)
+
* [[Special unitary group|Special unitary]] SU(''n'')
* [[Symplectic group|Symplectic]] Sp(n)
+
* [[Symplectic group|Symplectic]] Sp(''n'')
 
</div>
 
</div>
  
Line 39: Line 39:
 
   |heading2 = Classical
 
   |heading2 = Classical
 
   |content2 =
 
   |content2 =
* [[Simple Lie group#A series|A<sub>n</sub>]]
+
* [[Simple Lie group#A series|A<sub>''n''</sub>]]
* [[Simple Lie group#B series|B<sub>n</sub>]]
+
* [[Simple Lie group#B series|B<sub>''n''</sub>]]
* [[Simple Lie group#C series|C<sub>n</sub>]]
+
* [[Simple Lie group#C series|C<sub>''n''</sub>]]
* [[Simple Lie group#D series|D<sub>n</sub>]]
+
* [[Simple Lie group#D series|D<sub>''n''</sub>]]
  
 
  |heading3 = Exceptional
 
  |heading3 = Exceptional

Revision as of 20:17, 10 July 2014

This template includes collapsible lists.

  • To set it to display all lists when it appears (i.e. all lists expanded), use:
  •  {{Lie groups |expanded=all}} or, if enabled, {{Lie groups |all}}  (i.e. omitting "expanded=").
  • To set it to display one particular list while keeping the remainder collapsed (i.e. hidden apart from their headings), use:
  •  {{Lie groups |expanded=listname}} or, if enabled, {{Lie groups |listname}}
  • …where listname is one of the following (do not include any quotemarks):
  • Classical, Simple, Other, Algebras, Semi-simple, Homegeneous space,
    Representation, Physics, Scientists
  • For example, {{Lie groups |expanded=Homogeneous space}} or, if enabled, {{Lie groups |Homogeneous space}}