Editing Trivial group (section)

== Definitions ==
Given any group {{tmath|1= G }}, the group that consists of only the identity element is a [[subgroup]] of {{tmath|1= G }}, and, being the trivial group, is called the '''{{visible anchor|trivial subgroup}}''' of {{tmath|1= G }}.

The term, when referred to "{{tmath|1= G }} has no nontrivial proper subgroups" refers to the only subgroups of {{tmath|1= G }} being the trivial group {{tmath|1= \{ \mathrm{e} \} }} and the group {{tmath|1= G }} itself.