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20172026
most citedAlmost Split Triangles and Morphisms Determined by Objects in Extriangulated Categories

12 citations · 22 across the 12 of their papers we have counts for

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Showing math.RAShow all

6 papers · 1 filter

math.RA2026

Support -tilting posets and Hochschild reconstruction for matrix centralizer algebras

Jiangsheng Hu, Yu-Zhe Liu, Tiwei Zhao

Let be a field and the endomorphism algebra of a finite direct sum of cyclic modules over a finite-dimensional commutative local principal ideal -algebra. We construct a…

math.RA2023

Little finitistic dimensions and generalized derived categories

Xiaolei Zhang, Tiwei Zhao, Dingguo Wang

In this paper, we introduced a generalization of the derived category, which is called the -derived category and denoted by $\D_{n}(R)$, of a given ring for each $n\in\mathb…

math.RA2023

On the generalizations of global dimensions and singularity categories

Xiaolei Zhang, Tiwei Zhao, Dingguo Wang

For each , we introduce the notion of -singularity category of a given ring , which can be seen as a generalization…

math.RA2020

Ideal approximation in -angulated categories

Lingling Tan, Dingguo Wang, Tiwei Zhao

In this paper, we study ideal approximation theory associated to almost -exact structures in extension closed subcategories of -angulated categories. For , an -angula…

math.RA2017

Special Precovered Categories of Gorenstein Categories

Tiwei Zhao, Zhaoyong Huang

Let be an abelian category and the subcategory of consisting of projective objects. Let be a full, additive and…

math.RA20171 cited

Foxby equivalence relative to -weak injective and -weak flat modules

Zenghui Gao, Tiwei Zhao

Let and be rings and a (faithfully) semidualizing bimodule. We introduce and study -weak flat and -weak injective modules as a generalization of -flat and…