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20092024
most citedUnbounded ladders induced by Gorenstein algebras

6 citations · 8 across the 9 of their papers we have counts for

collaborators

9 papers

math.RT2024

Quasi-Hereditary Orderings of Nakayama Algebras

Yuehui Zhang, Xiaoqiu Zhong

Let be an algebra, and let be the set of isomorphism classes of simple -modules, with . In this paper, a total ordering of is ca…

math.CA2021

A Generalized Determinant of Matrices and Applications

Xuesong Lu, Songtao Mao, Zixing Wang +1

A generalized definition of the determinant of matrices is given, which is compatible with the usual determinant for square matrices and keeps many important properties, such as be…

math.CT2021

Nilpotent Category of Abelian Category and Self-Adjoint Functors

Zhiwei Bai, Xiang Cao, Songtao Mao +2

Let be an additive category. The nilpotent category of , consists of objects pairs with $X\in\mathcal{C}, x\in\math…

math.RT2017

Bimodule monomorphism categories and RSS equivalences via cotilting modules

Bao-Lin Xiong, Pu Zhang, Yue-Hui Zhang

The monomorphism category induced by a bimodule is the subcategory of -mod consisting of $\left[\begin{smallmatrix} X\\ Y\end{smallmatrix}\right]_…

math.RT2016★ 6 cited

Unbounded ladders induced by Gorenstein algebras

Pu Zhang, Yuehui Zhang, Lin Zhu

The derived category of a Gorenstein triangular matrix algebra admits an unbounded ladder, which is of period if . Also, a left recollement of triangulated cate…

math.RT2015★ 2 cited

Unbounded ladders induced by Gorenstein algebras

Pu Zhang, Yuehui Zhang, Guodong Zhou +1

The derived category of a Gorenstein triangular matrix algebra admits an unbounded ladder; and this ladder restricts to {\rm(}resp. $D^b({\rm M…

math.RT2013

Injective Objects of Monomorphism Categories

Keyan Song, Zhanping Wang, Yuehui Zhang

For an acyclic quiver and a finite-dimensional algebra , we give a unified form of the indecomposable injective objects in the monomorphism category and pro…

math.RT2011

Auslander-Reiten translations in monomorphism categories

Bao-Lin Xiong, Pu Zhang, Yue-Hui Zhang

We generalize Ringel and Schmidmeier's theory on the Auslander-Reiten translation of the submodule category to the monomorphism category . As in…

math.RT2009

Repetitive cluster-tilted algebras

Shunhua Zhang, Yuehui Zhang

Let be a finite dimensional hereditary algebra over an algebraically closed field and be the repetitive cluster category of with . We inves…