AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensional algebra. We classify derived categories whose Auslander–Reiten quiver has either a finite stable component or a stable component with finite Dynkin tree class or a bounded stable component. Their Auslander–Reiten quivers are determined. We also determine components that contain shift periodic complexes
Let G be a finite group and k be a field of characteristic p>0. Let Θ be a connected component of...
AbstractFor any infinite valued quiver Δ with only finitely many points of valency more than two and...
Abstract. In this paper we describe the shapes of the stable components containing modules with fini...
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
By the knitting technique introduced to build the Auslander-Reiten quiver of the category of complex...
AbstractLet Λ be the group algebra of a finite group over a field, and let Θ be a component of the s...
this paper we shall study nonperiodic connected components of the stable AuslanderReiten quiver of a...
The aim of this Master Thesis is to study the structure of the preprojective algebras through the u...
Let u(L; Ø) be the reduced enveloping algebra associated to a finite dimensional restricted Lie alge...
denotes a fixed algebraically closed field. By an algebra we mean an asso-ciative finite-dimensional...
AbstractWe prove geometric and homological properties of modules in the additive categories of gener...
AbstractWe study irreducible morphisms in the bounded derived category of finitely generated modules...
AbstractThis paper presents explicit algorithms for computations over a finite subspectroid of the b...
Crawley-Boevey W, Ringel CM. Algebras whose Auslander-Reiten quivers have large regular components. ...
AbstractLet u(L, χ) be the reduced enveloping algebra associated to a finite dimensional restricted ...
Let G be a finite group and k be a field of characteristic p>0. Let Θ be a connected component of...
AbstractFor any infinite valued quiver Δ with only finitely many points of valency more than two and...
Abstract. In this paper we describe the shapes of the stable components containing modules with fini...
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
By the knitting technique introduced to build the Auslander-Reiten quiver of the category of complex...
AbstractLet Λ be the group algebra of a finite group over a field, and let Θ be a component of the s...
this paper we shall study nonperiodic connected components of the stable AuslanderReiten quiver of a...
The aim of this Master Thesis is to study the structure of the preprojective algebras through the u...
Let u(L; Ø) be the reduced enveloping algebra associated to a finite dimensional restricted Lie alge...
denotes a fixed algebraically closed field. By an algebra we mean an asso-ciative finite-dimensional...
AbstractWe prove geometric and homological properties of modules in the additive categories of gener...
AbstractWe study irreducible morphisms in the bounded derived category of finitely generated modules...
AbstractThis paper presents explicit algorithms for computations over a finite subspectroid of the b...
Crawley-Boevey W, Ringel CM. Algebras whose Auslander-Reiten quivers have large regular components. ...
AbstractLet u(L, χ) be the reduced enveloping algebra associated to a finite dimensional restricted ...
Let G be a finite group and k be a field of characteristic p>0. Let Θ be a connected component of...
AbstractFor any infinite valued quiver Δ with only finitely many points of valency more than two and...
Abstract. In this paper we describe the shapes of the stable components containing modules with fini...
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