12 citations · 20 across the 8 of their papers we have counts for
8 papers
-left approximation dimensions under Stable equivalence
Juxiang Sun, Guoqiang Zhao, Junling Zheng
In this paper, we investigate some transfer properties of -left approximation dimensions of modules of stably equivalent Artin algebras having neither nodes nor semisimple direc…
Igusa-Todorov distances of Artin algebras
Junling Zheng
We introduce Igsua-Todorov distances of Artin algebra, prove its invariance under derived equivalence, present its application to exterior algebra, and establish the link between t…
Extension dimensions: derived equivalences and stable equivalences
Jinbi Zhang, Junling Zheng
We show that the difference of the extension dimensions of two derived equivalent algebras is bounded above by the minimal length of a tilting complex associated with a derived equ…
The derived and extension dimensions of abelian categories
Junling Zheng, Zhaoyong Huang
For an abelian category , we establish the relation between its derived and extension dimensions. Then for an artin algebra , we give the upper bounds of the extens…
Radical layer length and syzygy-finite algebras
Junling Zheng
Let be an artin algebra. We obtain that is syzygy-finite when the radical layer length of is at most two; as two consequences, we give a new upper bound for the dimensi…
The derived dimensions of -Igusa-Todorov algebras
Junling Zheng
We give an upper bound for the dimension of the bounded derived categories of -Igusa-Todorov algebras which is a generalization of -Igusa-Todorov algebras, where ar…
An Upper Bound for the Dimension of Bounded Derived Categories
Junling Zheng, Zhaoyong Huang
Let be an artin algebra. We give an upper bound for the dimension of the bounded derived category of the category of finitely generated right -modules in terms of t…
The Extension Dimension of Abelian Categories
Junling Zheng, Xin Ma, Zhaoyong Huang
Let $\A$ be an abelian category having enough projective objects and enough injective objects. We prove that if $\A$ admits an additive generating object, then the extension dimens…