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Subgroup structure of dihedral group:D8

16 bytes added, 00:20, 9 January 2012
Table classifying subgroups up to automorphisms
<section begin="summary"/>
<small>
In the "List of subgroups" columns below, a row break within the cell indicates that ''each row represents one conjugacy class of subgroups''.
{| class="sortable" border="1"
| whole group || <math>\{ e,a,a^2,a^3,x,ax,a^2x,a^3x \}</math> ||[[dihedral group:D8]] || 8 || 1 || 1 || 1 || 1 || [[trivial group]] || 0 || 2
|-
| ! Total (6 rows)|| !! -- || !! -- || !! -- || !! -- || !! 8 || !! -- || !! 10 || !! -- || !! -- || !! --
|}
</small>
<section end="summary"/>
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