3 problems

For positive integers $r_1,\dots,r_m$ with $l=r_1+\cdots+r_m$, let $S_n(\mathbf{r})$ be the $p$-DG $m$-tensor quiver Schur algebra … and let $\mathcal{D}^c(S_n(\mathbf{r}))$ denote…

Let $cGamma$ be a connected simply-laced Cartan datum, let $cnu$ and $cnu'$ be weights, and let $(R(cnu),\partial)$ and $(R(cnu'),\partial)$ be the corresponding $p$-DG algebras. L…

Let $cGamma$ be a Cartan datum of ADE type. Let $(R(cGamma),\partial)$ be the associated $p$-DG algebra, with the parameters of the differential $cpartial$ specified in the source'…