2 problems

Tensor-ideal equality conjecture. For any $G$ and $p$, all of the following hold:

Let $r\in\mathbb{Z}_{>1}$, let $G=C_p^r$, and let $X=St_{r-1}$ via an embedding $C_p^r<\Bbbk^+<SL_2(\Bbbk)$. For a faithful $G$-module $X$, let $\mathcal{T}_X$ be the full subcateg…