9 citations · 25 across the 15 of their papers we have counts for
4 papers · 1 filter
Algebras sharing the same support -tilting poset with tree quiver algebras
Takuma Aihara, Ryoichi Kase
Happel and Unger reconstructed hereditary algebras from their posets of tilting modules. Inspired by this result, we try removing the assumption to be hereditary. However, it would…
On components of stable Auslander-Reiten quivers that contain Heller lattices: the case of truncated polynomial rings
Susumu Ariki, Ryoichi Kase, Kengo Miyamoto
Let be a truncated polynomial ring over a complete discrete valuation ring , and we consider the additive category consisting of -lattices with the property…
Distributive lattices and the poset of pre-projective tilting modules
Ryoichi Kase
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. We…
A pre-projective part of tilting quivers of certain path algebras
Ryoichi Kase
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. Fir…