Supergroups of groups of order 8: Difference between revisions
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information type = supergroups| | information type = supergroups| | ||
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! Group !! GAP ID second part !! Hall-Senior number !! Linear representation theory page | |||
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| [[cyclic group:Z8]] || 1 || 3 || [[supergroups of cyclic group:Z8]] | |||
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| [[direct product of Z4 and Z2]] || 2 || 2 || [[supergroups of direct product of Z4 and Z2]] | |||
|- | |||
| [[dihedral group:D8]] || 3 || 4 || [[supergroups of dihedral group:D8]] | |||
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| [[quaternion group]] || 4 || 5 || [[supergroups of quaternion group]] | |||
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| [[elementary abelian group:E8]] || 5 || 1 || [[supergroups of elementary abelian group:E8]] | |||
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Revision as of 21:09, 29 March 2011
This article gives specific information, namely, supergroups, about a family of groups, namely: groups of order 8.
View supergroups of group families | View supergroups of groups of a particular order |View other specific information about groups of order 8
| Group | GAP ID second part | Hall-Senior number | Linear representation theory page |
|---|---|---|---|
| cyclic group:Z8 | 1 | 3 | supergroups of cyclic group:Z8 |
| direct product of Z4 and Z2 | 2 | 2 | supergroups of direct product of Z4 and Z2 |
| dihedral group:D8 | 3 | 4 | supergroups of dihedral group:D8 |
| quaternion group | 4 | 5 | supergroups of quaternion group |
| elementary abelian group:E8 | 5 | 1 | supergroups of elementary abelian group:E8 |