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20122026
most citedA description of Gorenstein projective modules over the tensor products of algebras

7 citations · 25 across the 21 of their papers we have counts for

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11 papers · 1 filter

math.RT2026

A Serre-type criterion for -Gorenstein rings and its application to Nakayama algebras

Dawei Shen

Let be a left and right Noetherian ring. We introduce a Serre-type condition , formulated in terms of the first occurrence and the flat dimension of indecomposable injec…

math.RT2023

The magnitude for Nakayama algebras

Dawei Shen, Yaru Wu

The magnitude for algebras is a generalization of the Euler characteristic. We investigate the magnitude for Nakayama algebras. Using Ringel's resolution quiver, the existence and…

math.RT2023

N-recollements and Virtually Gorenstein Algebras

Dawei Shen, Hao Su

The relation between the -recollements of stable categories of Gorenstein projective modules and the virtual Gorensteinness of algebras are investigated. Let , and be f…

math.RT2022

Eventually homological isomorphisms and Gorenstein projective modules

Yongyun Qin

We prove that a certain eventually homological isomorphism between module categories induces a triangle equivalence between their singularity categories, Gorenstein defect categori…

math.RT2020

A note on singular equivalences and idempotents

Dawei Shen

Let be an Artin algebra and let be an idempotent in . We study certain functors which preserve the singularity categories. Suppose and $\mat…

math.RT2018

Differential projective modules over algebras with radical square zero

Dawei Shen

Let be a finite quiver and be the radical square zero algebra of over a field. We give a full and dense functor from the category of reduced differential projective mod…