Jing Guo, Yuming Liu, Yu Ye
Published 2024-03-11Version 1
Let $G$ be a Brauer graph and $A$ the associated Brauer graph algebra. Denote by $gr(A)$ the graded algebra associated with the radical filtration of $A$. The question when $gr(A)$ is of finite representation type was answered in [9]. In the present paper, we characterize when $gr(A)$ is domestic in terms of the associated Brauer graph $G$.
On algebras of $Ω^n$-finite and $Ω^{\infty}$-infinite representation type
A filtration on rings of representations of non-Archimedean $GL_n$
Filtrations and Growth of $\mathbb G$-modules
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