AbstractAn Auslander–Reiten formula for complexes of modules is presented. This formula contains as a special case the classical Auslander–Reiten formula. The Auslander–Reiten translate of a complex is described explicitly, and various applications are discussed
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
In this dissertation, let B be a triangulated category and let D be an extension-closed subcategory...
summary:Let $R$ be a left and right Noetherian ring and $C$ a semidualizing $R$-bimodule. We introdu...
Krause H, Le J. The Auslander–Reiten formula for complexes of modules. Advances in Mathematics. 2006...
AbstractAn Auslander–Reiten formula in the homotopy category of complexes of projective modules is p...
AbstractThis paper studies the existence of Auslander–Reiten sequences in subcategories of mod(Λ), w...
AbstractA ring with an Auslander dualizing complex is a generalization of an Auslander–Gorenstein ri...
AbstractWe introduce the notion of Auslander–Gorenstein resolution and show that a Noetherian ring i...
Given a finite dimensional algebra over a perfect field the text introduces covering functors over t...
Krause H. AUSLANDER–REITEN TRIANGLES AND A THEOREM OF ZIMMERMANN. Bulletin of the London Mathematica...
The aim of this note is to give a visual presentation of irreducible maps and Auslander--Reiten sequ...
We rst introduce the notion of an Auslander-Reiten sequence in a Krull-Schmidt category. This uni es...
AbstractWe use t-structures on the homotopy category Kb(R-mod) for an artin algebra R and Wattsʼ rep...
AbstractWe introduce the concept of maximal (n−1)-orthogonal subcategories over Artin algebras and o...
AbstractWe study Auslander correspondence from the viewpoint of higher-dimensional analogue of Ausla...
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
In this dissertation, let B be a triangulated category and let D be an extension-closed subcategory...
summary:Let $R$ be a left and right Noetherian ring and $C$ a semidualizing $R$-bimodule. We introdu...
Krause H, Le J. The Auslander–Reiten formula for complexes of modules. Advances in Mathematics. 2006...
AbstractAn Auslander–Reiten formula in the homotopy category of complexes of projective modules is p...
AbstractThis paper studies the existence of Auslander–Reiten sequences in subcategories of mod(Λ), w...
AbstractA ring with an Auslander dualizing complex is a generalization of an Auslander–Gorenstein ri...
AbstractWe introduce the notion of Auslander–Gorenstein resolution and show that a Noetherian ring i...
Given a finite dimensional algebra over a perfect field the text introduces covering functors over t...
Krause H. AUSLANDER–REITEN TRIANGLES AND A THEOREM OF ZIMMERMANN. Bulletin of the London Mathematica...
The aim of this note is to give a visual presentation of irreducible maps and Auslander--Reiten sequ...
We rst introduce the notion of an Auslander-Reiten sequence in a Krull-Schmidt category. This uni es...
AbstractWe use t-structures on the homotopy category Kb(R-mod) for an artin algebra R and Wattsʼ rep...
AbstractWe introduce the concept of maximal (n−1)-orthogonal subcategories over Artin algebras and o...
AbstractWe study Auslander correspondence from the viewpoint of higher-dimensional analogue of Ausla...
AbstractWe analyze Auslander–Reiten components for the bounded derived category of a finite-dimensio...
In this dissertation, let B be a triangulated category and let D be an extension-closed subcategory...
summary:Let $R$ be a left and right Noetherian ring and $C$ a semidualizing $R$-bimodule. We introdu...
DOI
Add to ORKG