Add to ORKGBy means of the ungraded derived category we prove that the orbit category of the bounded derived category of an iterated tilted algebra with respect to translation is triangulated in such a way that the canonical functor from the bounded derived category to the orbit category becomes a triangle functor
Let TR be a right n-tilting module over an arbitrary associative ring R. In this paper we prove that...
International audienceCluster categories of hereditary algebras have been introduced as orbit catego...
A triangulated category $\mathcal{T}$ whose suspension functor $\Sigma$ satisfies $\Sigma^m \simeq \...
By means of the ungraded derived category we prove that the orbit category of the bounded derived ca...
Abstract. We review the basic denitions of derived categories and derived functors. We illustrate th...
summary:We investigate the triangulated hull of orbit categories of the perfect derived category and...
Gentle algebras are a class of algebras that are derived tame. They therefore provide a concrete set...
In association with a finite dimensional algebra A of global dimension two, we consider the endomorp...
Let T(R) be a right n-tilting module over an arbitrary associative ring R. In this paper we prove th...
In this article we describe the triangulated structure of the bounded derived category of a gentle a...
Derived equivalences and t-structures are closely related. We use realisation functors associated to...
In this paper, we present some results on the bounded derived category of Artin algebras, and in par...
AbstractIn this paper we give the derived equivalence classification of cluster-tilted algebras of t...
In this paper, we present some results on the bounded derived category of Artin algebras, and in par...
Work of J. Rickard proves that the derived module categories of two rings A and B are equivalent as ...
Let TR be a right n-tilting module over an arbitrary associative ring R. In this paper we prove that...
International audienceCluster categories of hereditary algebras have been introduced as orbit catego...
A triangulated category $\mathcal{T}$ whose suspension functor $\Sigma$ satisfies $\Sigma^m \simeq \...
By means of the ungraded derived category we prove that the orbit category of the bounded derived ca...
Abstract. We review the basic denitions of derived categories and derived functors. We illustrate th...
summary:We investigate the triangulated hull of orbit categories of the perfect derived category and...
Gentle algebras are a class of algebras that are derived tame. They therefore provide a concrete set...
In association with a finite dimensional algebra A of global dimension two, we consider the endomorp...
Let T(R) be a right n-tilting module over an arbitrary associative ring R. In this paper we prove th...
In this article we describe the triangulated structure of the bounded derived category of a gentle a...
Derived equivalences and t-structures are closely related. We use realisation functors associated to...
In this paper, we present some results on the bounded derived category of Artin algebras, and in par...
AbstractIn this paper we give the derived equivalence classification of cluster-tilted algebras of t...
In this paper, we present some results on the bounded derived category of Artin algebras, and in par...
Work of J. Rickard proves that the derived module categories of two rings A and B are equivalent as ...
Let TR be a right n-tilting module over an arbitrary associative ring R. In this paper we prove that...
International audienceCluster categories of hereditary algebras have been introduced as orbit catego...
A triangulated category $\mathcal{T}$ whose suspension functor $\Sigma$ satisfies $\Sigma^m \simeq \...