Add to ORKGThe Nakayama permutations of two derived equivalent, self-injective Artin algebras are conjugate. A different but elementary approach is given to showing that the weak symmetry and self-injectivity of finite-dimensional algebras over an arbitrary field are preserved under derived equivalences.Comment: 11 page
We study completely positive maps and injectivity for Yetter-Drinfeld algebras over compact quantum ...
AbstractFor a positively graded artin algebra A=⊕n⩾0An we introduce its Beilinson algebra b(A). We p...
We give a simple proof, using Auslander-Reiten theory, that the preprojective algebra of a basic her...
AbstractRickard proved in his paper [J. Rickard, Equivalences of derived categories for symmetric al...
We study the equivalences induced by some special silting objects in the derived category over dg-al...
We show that if A is a representation-finite selfinjective Artin algebra, then every P• ∈ Kb(PA) wit...
Let A be a finite-dimensional self-injective algebra, graded in non-positive degree. We define A-dg...
AbstractRickard proved in his paper [J. Rickard, Equivalences of derived categories for symmetric al...
Let Λ be a finite dimensional algebra, defined over a field k. The category of finite dimensional le...
In this article, we write an explicit recollement for the derived category of every skew-gentle alge...
(著者コメント)In the published version Acknowledgement was changed without a permission of the authorthat ...
left Λ-modules and the set of isoclasses of simple Λ modules will be denoted by modΛ and S(Λ), respe...
(著者コメント)In the published version Acknowledgement was changed without a permission of the authorthat ...
(著者コメント)In the published version Acknowledgement was changed without a permission of the authorthat ...
AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if ...
We study completely positive maps and injectivity for Yetter-Drinfeld algebras over compact quantum ...
AbstractFor a positively graded artin algebra A=⊕n⩾0An we introduce its Beilinson algebra b(A). We p...
We give a simple proof, using Auslander-Reiten theory, that the preprojective algebra of a basic her...
AbstractRickard proved in his paper [J. Rickard, Equivalences of derived categories for symmetric al...
We study the equivalences induced by some special silting objects in the derived category over dg-al...
We show that if A is a representation-finite selfinjective Artin algebra, then every P• ∈ Kb(PA) wit...
Let A be a finite-dimensional self-injective algebra, graded in non-positive degree. We define A-dg...
AbstractRickard proved in his paper [J. Rickard, Equivalences of derived categories for symmetric al...
Let Λ be a finite dimensional algebra, defined over a field k. The category of finite dimensional le...
In this article, we write an explicit recollement for the derived category of every skew-gentle alge...
(著者コメント)In the published version Acknowledgement was changed without a permission of the authorthat ...
left Λ-modules and the set of isoclasses of simple Λ modules will be denoted by modΛ and S(Λ), respe...
(著者コメント)In the published version Acknowledgement was changed without a permission of the authorthat ...
(著者コメント)In the published version Acknowledgement was changed without a permission of the authorthat ...
AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if ...
We study completely positive maps and injectivity for Yetter-Drinfeld algebras over compact quantum ...
AbstractFor a positively graded artin algebra A=⊕n⩾0An we introduce its Beilinson algebra b(A). We p...
We give a simple proof, using Auslander-Reiten theory, that the preprojective algebra of a basic her...