ScalingStacks

Example 4.3. In the case $B\simeq\ast$ so that a $B$-framing is a framing in the standard sense, a symmetric monoidal functor $A\colon\disk_{n}^{\sf fr}\to\spaces$ is the data of an $\mathcal{E}_{n}$-algebra, and this $\mathcal{E}_{n}$-algebra is group-like in the standard sense if and only if $A$ is group-like in the the sense just above.