2 problems

Let $G$ be a finite group, let $(\operatorname{sOp}^{\operatorname{col}})^G$ be the category of $G$-objects in simplicial coloured operads, and let $G$-$\infty$-$\operatorname{Op}$…

Let $G$ be a finite group, and let $I$ and $J$ be indexing categories. Write $\cN_{I\infty}^{\otimes}$ and $\cN_{J\infty}^{\otimes}$ for the corresponding equivariant commutative…