Composite operator mixing
= Composite operator mixing
{title2=$\mathcal O_B=Z\mathcal O_R$}
Renormalization can relate bare operators to a matrix of renormalized operators, $\mathcal O_{i,B}=Z_{ij}\mathcal O_{j,R}$. The corresponding <anomalous dimension> matrix acts on each insertion slot in the <Callan-Symanzik equation>.