Let k be an algebraically closed field. In this article we introduced the class of special
biserial k-algebras that are of Boundarenko's type, which contains that of gentle algebras. In …

Let kk be an algebraically closed field. In this article, inspired by the description of
indecomposable objects in the derived category of a gentle algebra obtained by Bekkert and …

Let kk be an algebraically closed field, let Λ Λ be a finite dimensional k k-algebra and let VV
be a Λ Λ-module whose stable endomorphism ring is isomorphic to k k. If Λ Λ is self-injective …

We determine the universal deformation rings of string Λ m. N-modules whose
corresponding stable endomorphism ring is isomorphic to k, and which lie either in a …

Exceptional cycles in a triangulated category T with Serre duality, introduced by N.
Broomhead, D. Pauksztello, and D. Ploog, have a notable impact on the global structure of …

Starting and ending components of the Auslander-Reiten quivers of a class of special biserial
algebras × Close The Infona portal uses cookies, ie strings of text saved by a browser on the …

Recently, a new wide class of finite-dimensional algebras whose Auslander–Reiten quivers
admit infinite families of faithful standard stable tubes, called generalized canonical …

We study the strong simple connectedness of finite-dimensional tame algebras over an
algebraically closed field, for which the Auslander–Reiten quiver admits a separating family …

We study when the composite of n irreducible morphisms between modules in a regular
component of the Auslander–Reiten quiver is non-zero and lies in the n+ 1-th power of the …

We study the simple connectedness of the class of finite-dimensional algebras over an
algebraically closed field for which the Auslander–Reiten quiver admits a separating family …