Zeng-Qiang Lin

Representation-tame Gei\ss-Leclerc-Schr\"{o}er algebras and a revised GLS conjecture on root systems

Using Galois covering theory and equivariant techniques, we classify all connected representation-tame Gei\ss--Leclerc--Schr\"oer (GLS) algebras in terms of their defining triples $(C,D,\Omega)$. We then study the GLS algebras $H(\widetilde{CD}_n)$ with minimal symmetrizers, where $n\geq 2$ and $\widetilde{CD}_2=\widet...