9 citations · 11 across the 4 of their papers we have counts for
4 papers
Rigidity dimension - a homological dimension measuring resolutions of algebras by algebras of finite global dimension
Hongxing Chen, Ming Fang, Otto Kerner +2
A new homological dimension is introduced to measure the quality of resolutions of `singular' finite dimensional algebras (of infinite global dimension) by `regular' ones (of finit…
Thick Subcategories of the stable category of modules over the exterior algebra
Otto Kerner, Dan Zacharia
We study thick subcategories defined by modules of complexity one in $\underline{\md}R$, where is the exterior algebra in indeterminates.
Tilting via torsion pairs and almost hereditary noetherian rings
Jan Stovicek, Otto Kerner, Jan Trlifaj
We generalize the tilting process by Happel, Reiten and Smalø to the setting of finitely presented modules over right coherent rings. Moreover, we extend the characterization of qu…
Large tilting modules and representation type
L. Angeleri Huegel, O. Kerner, J. Trlifaj
We study finiteness conditions on large tilting modules over arbitrary rings. We then turn to a hereditary artin algebra R and apply our results to the (infinite dimensional) tilti…