activity
20162021
most citedAbelian quotients associated with fully rigid subcategories

2 citations · 6 across the 3 of their papers we have counts for

collaborators

8 papers

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.RT20202 cited

Hereditary cotorsion pairs on extriangulated subcategories

Yu Liu, Panyue Zhou

Let be an extriangulated category with enough projectives and enough injectives. We define a proper -term subcategory on , which is an extr…

math.RT2020

On the relation between relative rigid and support tilting

Yu Liu, Panyue Zhou

Let B be an extriangulated category with enough projectives and enough injectives. Let C be a fully rigid subcategory of B which admits a twin cotorsion pair ((C,K),(K,D)). The quo…

math.RT2019

Frobenius -exangulated categories

Yu Liu, Panyue Zhou

Herschend-Liu-Nakaoka introduced the notion of -exangulated categories as higher dimensional analogues of extriangulated categories defined by Nakaoka-Palu. The class of -exa…

math.RT20192 cited

Abelian quotients associated with fully rigid subcategories

Yu Liu

In this article, we study the Gorenstein property of abelian quotient categories induced by fully rigid subcategories on an exact category B. We also study when d-cluster tilting s…

math.RT2018

Abelian categories arising from cluster-tilting subcategories II: quotient functors

Yu Liu, Panyue Zhou

In this paper, we consider a kind of ideal quotient of an extriangulated category such that the ideal is the kernel of a functor from this extriangulated category to an abelian cat…