activity
20182022
most citedSilting reduction in extriangulated categories

2 citations · 6 across the 11 of their papers we have counts for

collaborators

22 papers

math.RT20221 cited

Localization of n-exangulated categories

Jian He, Jing He, Panyue Zhou

Nakaoka-Ogawa-Sakai considered the localization of an extriangulated category. This construction unified the Serre quotient of abelian categories and the Verdier quotient of triang…

math.RT2021

Balanced pairs and recollements in extriangulated categories with negative first extensions

Jian He, Panyue Zhou

A notion of balanced pairs in an extriangulated category with a negative first extension is defined in this article. We prove that there exists a bijective correspondence between b…

math.RT2021

One-sided n-suspended categories

Jing He, Yonggang Hu, Panyue Zhou

Let be an integer greater or equal than . We give a simultaneous generalization of -exact categories and -angulated categories, and we call it one-sided -suspen…

math.RT20212 cited

Silting reduction in extriangulated categories

Yu Liu, Panyue Zhou, Yu Zhou +1

Presilting and silting subcategories in extriangulated categories were introduced by Adachi and Tsukamoto recently. In this paper, we prove that the Gabriel-Zisman localization $\m…

math.RT2021

s-Recollements and its localization

Yonggang Hu, Panyue Zhou

We introduce a new concept of s-recollements of extriangulated categories, which generalizes recollements of abelian categories, recollements of triangulated categories, as well as…

math.RT20211 cited

Abelian hearts of twin cotorsion pairs on extriangulated categories

Qiong Huang, Panyue Zhou

It was shown recently that the heart of a twin cotorsion pair on an extriangulated category is semi-abelian. In this article, we consider a special kind of hearts of twin cotorsion…