AbstractWe give a complete description of the Morita equivalence classes of all connected selfinjective artin algebras for which the Auslander–Reiten quiver admits a family of quasitubes having common composition factors, closed under composition factors, and consisting of modules not lying on infinite short cycles
AbstractWe prove geometric and homological properties of modules in the additive categories of gener...
We study the composition of irreducible morphisms between indecomposable modules lying in quasi-tube...
We show that Auslander algebras have a unique tilting and cotilting module which is generated and co...
We give a complete description of the Morita equivalence classes of all connected selfinjective arti...
AbstractWe give a complete description of the Morita equivalence classes of all connected selfinject...
We give a complete description of all self-injective artin algebras of infinite representation type ...
The research supported by the Research Grant N N201 269135 of the Polish Ministry of Science and Hig...
AbstractLet Γ be a connected component of the Auslander–Reiten quiver Γ(modA) of an Artin algebra. W...
AbstractLet Γ be a connected component of the Auslander–Reiten quiver Γ(modA) of an Artin algebra. W...
We describe the structure and homological properties of arbitrary generalized standard Auslander-Rei...
AbstractWe prove that the class of selfinjective algebras of strictly canonical type, investigated i...
AbstractWe investigate the Auslander–Reiten quiver of a P1-hereditary artin algebra Λ by relating it...
AbstractWe prove that the class of Artin algebras whose Auslander–Reiten quiver admits a separating ...
Abstract. In this paper we describe the shapes of the stable components containing modules with fini...
Dedicated to Daniel Simson on the occasion of his seventieth birthday. Abstract. We describe the str...
AbstractWe prove geometric and homological properties of modules in the additive categories of gener...
We study the composition of irreducible morphisms between indecomposable modules lying in quasi-tube...
We show that Auslander algebras have a unique tilting and cotilting module which is generated and co...
We give a complete description of the Morita equivalence classes of all connected selfinjective arti...
AbstractWe give a complete description of the Morita equivalence classes of all connected selfinject...
We give a complete description of all self-injective artin algebras of infinite representation type ...
The research supported by the Research Grant N N201 269135 of the Polish Ministry of Science and Hig...
AbstractLet Γ be a connected component of the Auslander–Reiten quiver Γ(modA) of an Artin algebra. W...
AbstractLet Γ be a connected component of the Auslander–Reiten quiver Γ(modA) of an Artin algebra. W...
We describe the structure and homological properties of arbitrary generalized standard Auslander-Rei...
AbstractWe prove that the class of selfinjective algebras of strictly canonical type, investigated i...
AbstractWe investigate the Auslander–Reiten quiver of a P1-hereditary artin algebra Λ by relating it...
AbstractWe prove that the class of Artin algebras whose Auslander–Reiten quiver admits a separating ...
Abstract. In this paper we describe the shapes of the stable components containing modules with fini...
Dedicated to Daniel Simson on the occasion of his seventieth birthday. Abstract. We describe the str...
AbstractWe prove geometric and homological properties of modules in the additive categories of gener...
We study the composition of irreducible morphisms between indecomposable modules lying in quasi-tube...
We show that Auslander algebras have a unique tilting and cotilting module which is generated and co...