Cayley theorem
= Cayley theorem
{c}
{wiki=Cayley's_theorem}
Every group $G$ embeds in the symmetric group on its underlying set through the left-regular action $g:x\mapsto gx$.
= Cayley theorem
{c}
{wiki=Cayley's_theorem}
Every group $G$ embeds in the symmetric group on its underlying set through the left-regular action $g:x\mapsto gx$.