AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if the algebra is self-injective or directed Nakayama of Loewy length two, and this is further equivalent to the algebra being stably equivalent to a self-injective algebra
In this note we show that two finite dimensional algebras have the same representation type if they ...
AbstractThis manuscript solves the problem that the so-called “stable category” Mod Λ of an Artin al...
We extend ideas and results of Benson and Krause on pure-injectives in triangulated categories. Give...
AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if ...
Abstract. Let : mod mod be a stable equivalence between nite dimensional self-injective algebras...
We classify all triangulated orbit categories of path-algebras of Dynkin diagrams that are triangle ...
Let A be a finite-dimensional self-injective algebra, graded in non-positive degree. We define A-dg...
ABSTRACT. Let A be a finite-dimensional self-injective algebra. We study the dimensions of spaces of...
R. Rouquier has introduced a notion of a dimension of a triangulated category in [3]. One of his aim...
Abstract. Several kinds of quotient triangulated categories arising naturally in representations of ...
This thesis is intended to present some developments in the theory of algebraic stability. The main ...
AbstractWe give a criterion for cohomological symmetry in a triangulated category. As an application...
Eiriksson Ö. From submodule categories to the stable Auslander algebra. JOURNAL OF ALGEBRA. 2017;486...
Module structures of an algebra on a fixed finite dimensional vector space form an algebraic variety...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...
In this note we show that two finite dimensional algebras have the same representation type if they ...
AbstractThis manuscript solves the problem that the so-called “stable category” Mod Λ of an Artin al...
We extend ideas and results of Benson and Krause on pure-injectives in triangulated categories. Give...
AbstractWe prove that the stable module category of an Artin algebra is triangulated if and only if ...
Abstract. Let : mod mod be a stable equivalence between nite dimensional self-injective algebras...
We classify all triangulated orbit categories of path-algebras of Dynkin diagrams that are triangle ...
Let A be a finite-dimensional self-injective algebra, graded in non-positive degree. We define A-dg...
ABSTRACT. Let A be a finite-dimensional self-injective algebra. We study the dimensions of spaces of...
R. Rouquier has introduced a notion of a dimension of a triangulated category in [3]. One of his aim...
Abstract. Several kinds of quotient triangulated categories arising naturally in representations of ...
This thesis is intended to present some developments in the theory of algebraic stability. The main ...
AbstractWe give a criterion for cohomological symmetry in a triangulated category. As an application...
Eiriksson Ö. From submodule categories to the stable Auslander algebra. JOURNAL OF ALGEBRA. 2017;486...
Module structures of an algebra on a fixed finite dimensional vector space form an algebraic variety...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...
In this note we show that two finite dimensional algebras have the same representation type if they ...
AbstractThis manuscript solves the problem that the so-called “stable category” Mod Λ of an Artin al...
We extend ideas and results of Benson and Krause on pure-injectives in triangulated categories. Give...
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