activity
20132022
most citedRecollement of additive quotient categories

3 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

math.RT2022

The extensions of t-structures

Xiao-Wu Chen, Zengqiang Lin, Yu Zhou

We reformulate a result of Bernhard Keller on extensions of -structures and give a detailed proof. In the study of hereditary -structures, the notions of regular -structur…

math.RT2020

Abelian quotients arising from extriangulated categories via morphism categories

Zengqiang Lin

We investigate abelian quotients arising from extriangulated categories via morphism categories, which is a unified treatment for both exact categories and triangulated categories.…

math.RT2018

Abelian quotients of the categories of short exact sequences

Zengqiang Lin

We mainly investigate abelian quotients of the categories of short exact sequences. The natural framework to consider the question is via identifying quotients of morphism categori…

math.RT2017

A general construction of -angulated categories using periodic injective resolutions

Zengqiang Lin

Let be an additive category equipped with an automorphism . We show how to obtain -angulations of using some particular periodic injective res…

math.RT20153 cited

Recollement of additive quotient categories

Minxiong Wang, Zengqiang Lin

In this note, we define a recollement of additive categories, and prove that such a recollement can induce a recollement of their quotient categories. As an application, we get a r…

math.RA2013

Quotients of one-sided trianglated categories by rigid subcategories as module categories

Zengqiang Lin, Yang Zhang

We prove that some subquotient categories of one-sided triangulated categories are abelian. This unifies a result by Iyama-Yoshino in the case of triangulated categories and a resu…