activity
20082023
most citedGorenstein homological theory for differential modules

11 citations · 32 across the 29 of their papers we have counts for

collaborators

30 papers

math.RT2023

Cluster characters for 2-Calabi-Yau Frobenius extriangulated categories

Li Wang, Jiaqun Wei, Haicheng Zhang

We define the cluster characters for 2-Calabi-Yau Frobenius extriangulated categories with cluster tilting objects. This provides a unified framework of cluster characters in 2-Cal…

math.RT2023

The Auslander-Reiten theory of the morphism category of projective modules

Rasool Hafezi, Jiaqun Wei

We investigate the structure of certain almost split sequences in , i.e., the category of morphisms between projective modules over an Artin algebra . The catego…

math.GR2023

Distributivity in congruence lattices of graph inverse semigroups

Yongle Luo, Zhengpan Wang, Jiaqun Wei

Let Γ be a directed graph and Inv(Γ) be the graph inverse semigroup of Γ. Luo and Wang [7] showed that the congruence lattice C(Inv(Γ)) of any graph inverse semigroup Inv(Γ) is upp…

math.GR2023

Some properties of congruence lattices of path semigroups

Yongle Luo, Zhengpan Wang, Jiaqun Wei

Each quiver corresponds to a path semigroup, and such a path semigroup also corresponds to an associative K-algebra over an algebraically closed field K. Let Q be a quiver and S_Q,…

math.RT2023

Distributivity in lattices of torsion classes over finite-dimensional algebras

Yongle Luo, Jiaqun Wei

Let be a basic finite-dimensional algebra and denote by the collection of all all torsion classes of . It has been proved in \cite{Demonet} that $\op…

math.RT2022

Sincere silting modules and vanishing conditions

Jifen Liu, Jiaqun Wei

Let be a perfect ring and be an -module. We study characterizations of sincere modules, sincere silting modules and tilting modules in terms of various vanishing conditi…