activity
20072026
most citedC-vectors via -tilting theory

20 citations · 88 across the 29 of their papers we have counts for

collaborators

30 papers

math.RT2026

On higher extensions of quiver representations over

Changjian Fu, Liang Yang, Zhiyuan Zeng

We show that higher extension spaces between finite-dimensional nilpotent -representations maybe infinite-dimensional, thereby clarifying a misconception in the liter…

math.RA2026

Are cluster automorphism groups finitely generated?

Changjian Fu, Zhanhong Liang, Yinzhi Wang

This paper investigates the finite generation of cluster automorphism groups. By applying the pseudo -grading introduced in our previous work, we establish a sufficient…

math.RT2025

A short proof for the acyclicity of oriented exchange graphs of cluster algebras

Shuhao Deng, Changjian Fu

The statement in the title was proved in \cite{Cao23} by introducing dominant sets of seeds, which are analogs of torsion classes in representation theory. In this note, we observe…

math.RT2024

On denominator conjecture for cluster algebras of finite type

Changjian Fu, Shengfei Geng

We continue our investigation on denominator conjecture of Fomin and Zelevinsky for cluster algebras via geometric models initialed in \cite{FG22}. In this paper, we confirm the de…

math.RT2024

Denominator conjecture for some surface cluster algebras

Changjian Fu, Shengfei Geng

The denominator conjecture, proposed by Fomin and Zelevinsky, says that for a cluster algebra, the cluster monomials are uniquely determined by their denominator vectors with respe…

math.RT2024

On -tilting graphs for quasi-silted algebras

Wei Dai, Changjian Fu, Shengfei Geng +1

We prove that the -tilting graph of any quasi-silted algebra is connected and has the reachable-in-face property. Our approach utilizes -reduction and wall and chamber struct…