Order of a group element
= Order of a group element
{title2=$\operatorname{ord}(g)$}
{wiki}
The order of a group element $g$ is the least positive integer $n$ for which $g^n$ is the identity. If no such integer exists, $g$ has infinite order.
= Order of a group element
{title2=$\operatorname{ord}(g)$}
{wiki}
The order of a group element $g$ is the least positive integer $n$ for which $g^n$ is the identity. If no such integer exists, $g$ has infinite order.