Tilting modules and exceptional sequences for leaf quotients of type A zig-zag algebras
arXiv:1812.04318 · doi:10.1007/S13366-019-00465-8
Abstract
We classify generalized tilting modules and full exceptional sequences for the family of quasi-hereditary quotients of type A zig-zag algebras and for a related family of algebras. We also give a characterization of these quotients as quasi-hereditary algebras with simple preserving duality that are 'close' to self-injective algebras.
16 pages; some corrections following the referee report