Thursday, August 30, 15:00, 7.527
Otto Kerner (Düsseldorf). An introduction to wild hereditary algebras.
Let K be some field and Q a finite connected quiver without oriented cycles.
The path-algebra KQ is wild hereditary
if and only if Q is neither of Dynkin nor of Euclidean type. In the talk first
results on morphisms in H-mod, where H is wild
hereditary will be presented. If there is time, perpendicular categories of
quasi simple regular rigid H-modules will be considered.