Add to ORKGAbstract. Let : mod mod be a stable equivalence between nite dimensional self-injective algebras over a eld. Then preserves triangles in the triangulated category mod if and only if commutes with syzygy functors. As an application, we study some stable equivalence induced by socle equivalence. Key Words: Stable equivalence, Nakayama automorphism. 1
Dedicated to Professor Idun Reiten on the occasion of her 60-th birthday Abstract. We shall show tha...
this paper. Let be an artin algebra. Denote by Mod the category of (right) -modules and let mod be t...
Let A and B be finite dimensional algebras over a field K. We suppose that BTA is a generalized tilt...
Abstract. For a generalized tilting module BTA and a nilpotent symmetric algebra (AMA, ϕ, ψ), under ...
AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if ...
Krause H, Zwara G. Stable equivalence and generic modules. Bulletin of the London Mathematical Soci...
AbstractStable equivalences are studied between any finite dimensional algebra A with a simple proje...
Abstract. We investigate when an exact functor F ∼ = − ⊗Λ MΓ: mod-Λ → mod-Γ which induces a stable ...
AbstractWe investigate when an exact functor F≅−⊗ΛMΓ:mod-Λ→mod-Γ which induces a stable equivalence ...
In the representation theory of finite groups, the stable equivalence of Morita type plays an import...
AbstractIn the paper one shows that for two indecomposable non-simple self-injective algebras over a...
In this note we show that two finite dimensional algebras have the same representation type if they ...
Krause H. Stable equivalence preserves representation type. Commentarii Mathematici Helvetici. 1997;...
AbstractWe extend the notion of stable equivalence to the class of locally finite graded algebras. F...
Let A be a finite-dimensional self-injective algebra, graded in non-positive degree. We define A-dg...
Dedicated to Professor Idun Reiten on the occasion of her 60-th birthday Abstract. We shall show tha...
this paper. Let be an artin algebra. Denote by Mod the category of (right) -modules and let mod be t...
Let A and B be finite dimensional algebras over a field K. We suppose that BTA is a generalized tilt...
Abstract. For a generalized tilting module BTA and a nilpotent symmetric algebra (AMA, ϕ, ψ), under ...
AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if ...
Krause H, Zwara G. Stable equivalence and generic modules. Bulletin of the London Mathematical Soci...
AbstractStable equivalences are studied between any finite dimensional algebra A with a simple proje...
Abstract. We investigate when an exact functor F ∼ = − ⊗Λ MΓ: mod-Λ → mod-Γ which induces a stable ...
AbstractWe investigate when an exact functor F≅−⊗ΛMΓ:mod-Λ→mod-Γ which induces a stable equivalence ...
In the representation theory of finite groups, the stable equivalence of Morita type plays an import...
AbstractIn the paper one shows that for two indecomposable non-simple self-injective algebras over a...
In this note we show that two finite dimensional algebras have the same representation type if they ...
Krause H. Stable equivalence preserves representation type. Commentarii Mathematici Helvetici. 1997;...
AbstractWe extend the notion of stable equivalence to the class of locally finite graded algebras. F...
Let A be a finite-dimensional self-injective algebra, graded in non-positive degree. We define A-dg...
Dedicated to Professor Idun Reiten on the occasion of her 60-th birthday Abstract. We shall show tha...
this paper. Let be an artin algebra. Denote by Mod the category of (right) -modules and let mod be t...
Let A and B be finite dimensional algebras over a field K. We suppose that BTA is a generalized tilt...