Darius Dramburg

activity

20242026

collaborators

Showing 2025 · math.RTShow all

2 papers · 2 filters

math.RT2025

$2$ -representation infinite algebras from non-abelian subgroups of $SL_{3}$ . Part II: Central extensions and exceptionals

Darius Dramburg

Let $G \leq SL_{3} (C)$ be a non-trivial finite group, acting on $R = C [x_{1}, x_{2}, x_{3}]$ . We continue our investigation from arXiv:2505.10683 [math.RT]…

math.RT2025

$2$ -representation infinite algebras from non-abelian subgroups of $SL_{3}$ . Part I: Extensions of abelian groups

Darius Dramburg, Oleksandra Gasanova

Let $G \leq SL_{3} (C)$ be a non-trivial finite group, acting on $R = C [x_{1}, x_{2}, x_{3}]$ . The resulting skew-group algebra $R * G$ is $3$ -Calabi-Yau…

2-representation infinite algebras from non-abelian subgroups of SL3​. Part II: Central extensions and exceptionals

2-representation infinite algebras from non-abelian subgroups of SL3​. Part I: Extensions of abelian groups

$2$ -representation infinite algebras from non-abelian subgroups of $SL_{3}$ . Part II: Central extensions and exceptionals

$2$ -representation infinite algebras from non-abelian subgroups of $SL_{3}$ . Part I: Extensions of abelian groups