Element structure of cyclic group:Z2

This article gives specific information, namely, element structure, about a particular group, namely: cyclic group:Z2.
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This article describes the structure of elements of the cyclic group:Z2, which is given by the following presentation:

$\langle g\mid g^{2}=e\rangle$

Here, $e$ denotes the identity element. The elements are $e$ and $g$.

Summary

Item	Value
order of the whole group (total number of elements)	2
conjugacy class sizes	1,1 maximum: 1, number of conjugacy classes: 2, lcm: 1
order statistics	1 of order 1, 1 of order 2 maximum: 2, lcm (exponent of the whole group): 2