Houjun Zhang

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math.RT2025

Classification of silted algebras for two quivers of Dynkin type $D_{n}$

Houjun Zhang

Let $Q$ be the Dynkin quiver of type $D_{n}$ with linear orientation and let $Q^{'}$ be the quiver formed by reversing the arrow at the unique source in $Q$ . In this paper, w…

math.RT2025

Classification of silted algebras for two quivers of Dynkin type $A_{n}$

Zongzhen Xie, Dong Yang, Houjun Zhang

In this paper, we give a complete classification of silted algebras for the quiver $A_{n}$ of type $A_{n}$ with linear orientation and for the qu…

math.RT2025

On the Gorensteiness of string algebras

Houjun Zhang, Dajun Liu, Yu-Zhe Liu

In this paper, we give a description of the self-injective dimension of string algebras and obtain a necessary and sufficient condition for a string algebra to be Gorenstein.

Classification of silted algebras for two quivers of Dynkin type Dn​

Classification of silted algebras for two quivers of Dynkin type An​

On the Gorensteiness of string algebras

Classification of silted algebras for two quivers of Dynkin type $D_{n}$

Classification of silted algebras for two quivers of Dynkin type $A_{n}$