Tilting slice modules over minimal $2$-fundamental algebras
Volume 113 / 2008
Colloquium Mathematicum 113 (2008), 287-306
MSC: 16G20, 16G70.
DOI: 10.4064/cm113-2-10
Abstract
A class of finite-dimensional algebras whose Auslander–Reiten quivers have starting but not generalized standard components is investigated. For these components the slices whose slice modules are tilting are considered. Moreover, the endomorphism algebras of tilting slice modules are characterized.
