arXiv · 2608.16695
A note on the $\mho$-quiver
Abstract
A two-parameter hierarchy of classes of finitely generated modules over an artin algebra is described by using the $\mho$-quiver. As an application, it is shown that the stable category of reflexive modules is equivalent to two other categories via the mutually quasi-inverse equivalences induced by $\Omega$ and $\mho$.
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Xue-Song Lu. 2026-08-17. A note on the $\mho$-quiver. https://arxiv.org/abs/2608.16695
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