4 problems

Let $A$ be an indecomposable symmetric periodic tame algebra. Call its representation growth non-polynomial when it is not of polynomial growth, and let the period of $A$ be its pe…

Let $A$ be a finite-dimensional algebra, and let $d$ be an integer for which $A$ admits a $d$-cluster tilting module. Darpö–Iyama finiteness conjecture. For a fixed finite-dimensio…

Let $A$ be a self-injective algebra and let $\mathcal{S}$ be a weakly simple-minded system with finite cardinality in the stable module category $A$-$\mathsf{\underline{mod}}$. The…

Let $A$ be a finite-dimensional self-injective algebra over a field, and let a non-counital Frobenius structure mean a coassociative comultiplication map … that is an $A$-bimodule…