Relation module
= Relation module
{title2=$R/[R,R]$}
For a <free presentation> $G\cong F/R$, the relation module is the abelianization $R/[R,R]$ equipped with the $G$-action induced by conjugation in $F$.
= Relation module
{title2=$R/[R,R]$}
For a <free presentation> $G\cong F/R$, the relation module is the abelianization $R/[R,R]$ equipped with the $G$-action induced by conjugation in $F$.