The class of support-tilting modules was introduced recently by Adachi et al. These modules
complete the class of tilting modules from the point of view of mutations. Given a finite …

The starting point of this thesis was a question by Dieter Happel with the following
background. Let Q be a finite acyclic quiver (another word for directed graph) and K an …

Happel and Unger defined a partial order on the set of basic tilting modules. We study the
poset of basic preprojective tilting modules over path algebras of representation-infinite type …

Abstract D. Happel and L. Unger defined a partial order on the set of basic tilting modules.
We study the poset of basic pre-projective tilting modules over path algebra of infinite type …

D. Happel and L. Unger defined a partial order on the set of basic tilting modules. We study
the poset of basic pre-projective tilting modules over path algebra of infinite type. First we …

Esta dissertaçao tem por objetivo o estudo da aljava de módulos r-inclinantes sobre uma
álgebra de Artin A para se obter informaçoes sobre o diagrama de Hasse do conjunto …

Let $ A $ be a finite dimensional algebra over an algebraically closed field $ k $, and $ M $
be a partial tilting $ A $-module. We prove that the Bongartz $\tau $-tilting complement of …

Tilting theory first appeared in an article by Brenner and Butler [3]. In that article the notion of
a tilting module for finite dimensional algebras was introduced. Tilting theory now appears in …

Sei K ein algebraisch abgeschlossener Körper. Sei A eine endlich-dimensionale Algebra
über K. Ein (klassischer) partieller Kippmodul über A ist ein endlich-dimensionaler A-Modul …