activity
20102019
most citedOn the Cluster Category of a Marked Surface

62 citations · 64 across the 6 of their papers we have counts for

collaborators
Showing math.RTShow all

6 papers · 1 filter

math.RT2019★ 1 cited

Quivers with potentials for Grassmannian cluster algebras

Wen Chang, Jie Zhang

We consider (iced) quiver with potential associated to a Postnilov Diagram and prove the mutation of the quiver with potential $(\bare{Q}(D), F…

math.RT2016

Cohomology rings, differential graded algebras and derived equivalences

Shengyong Pan, Zhen Peng, Jie Zhang

In this paper, we will consider derived equivalences for differential graded endomorphism algebras by Keller's approaches. First we construct derived equivalences of differential g…

math.RT2012

On indecomposable exceptional modules over gentle algebras

Jie Zhang

We give a characterization of indecomposable exceptional modules over finite dimensional gentle algebras. As an application, we study gentle algebras arising from an unpunctured su…

math.RT2012★ 1 cited

Cotorsion pairs in the cluster category of a marked surface

Jie Zhang, Yu Zhou, Bin Zhu

We study extension spaces, cotorsion pairs and their mutations in the cluster category of a marked surface without punctures. Under the one-to-one correspondence between the curves…

math.RT2011

A module-theoretic interpretation of Schiffler's expansion formula

Thomas Brüstle, Jie Zhang

We give a module-theoretic interpretation of Schiffler's expansion formula which is defined combinatorially in terms of complete (T,r)-paths in order to get the expansion of the cl…

math.RT2010★ 62 cited

On the Cluster Category of a Marked Surface

Thomas Brüstle, Jie Zhang

We study in this paper the cluster category C(S,M) of a marked surface (S,M). We explicitly describe the objects in C(S,M) as direct sums of homotopy classes of curves in (S,M) and…