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20172025
most citedRecollements of extriangulated categories

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

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12 papers · 1 filter

math.RT2026

Silting subcategories and (co)torsion pairs associated to extended hearts

Liangwei Huang, Haicheng Zhang

We establish the poset isomorphisms between -term silting subcategories, functorially finite -torsion pairs in the -extended heart, and hereditary complete cotorsion p…

math.RT2025

Extriangulated length categories: torsion classes and -tilting theory

Li Wang, Jiaqun Wei, Haicheng Zhang +1

This paper introduces the notion of extriangulated length categories, whose prototypical examples include abelian length categories and bounded derived categories of finite dimensi…

math.RT2021

Hall algebras of extriangulated categories

Li Wang, Jiaqun Wei, Haicheng Zhang

Recently, Nakaoka and Palu introduced a notion of extriangulated categories. This is a unification of exact categories and triangulated categories. In this paper, we generalize the…

math.RT20204 cited

Recollements of extriangulated categories

Li Wang, Jiaqun Wei, Haicheng Zhang

We give a simultaneous generalization of recollements of abelian categories and triangulated categories, which we call recollements of extriangulated categories. For a recollement…

math.RT2020

Semibricks in extriangulated categories

Li Wang, Jiaqun Wei, Haicheng Zhang

Let be a semibrick in an extriangulated category . Let be the filtration subcategory generated by . We give a one-to-one corre…

math.RT2019

Acyclic quantum cluster algebras via Hall algebras of morphisms

Ming Ding, Fan Xu, Haicheng Zhang

Let be the path algebra of a finite acyclic quiver over a finite field. We realize the quantum cluster algebra with principal coefficients associated to as a sub-quotie…