Category:Definitions/Examples of Dicyclic Groups

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This category contains definitions of examples of Dicyclic Group.

For even $n$, the dicyclic group $\Dic n$ of order $4 n$ is the group having the presentation:

$\Dic n = \gen {x, y: x^{2 n} = e, y^2 = x^n, y^{-1} x y = x^{-1} }$

Pages in category "Definitions/Examples of Dicyclic Groups"

This category contains only the following page.