Notes for AKT-091001-2/0:42:00

If $R_{1},R_{2}$ are representations of ${\mathcal {G}}$, then so is $R_{1}\oplus R_{2}$ and $R_{1}\otimes R_{2}$ (here $R_{1},R_{2}$ denotes the vector space s.t. $End(R)$ is the target space of $R$)