Nakayama algebras via combinatorics

Abstract: A Nakayama algebra is a finite-dimensional algebra over a field, all whose indecomposable projective and indecomposable injective modules are uniserial. The aim of this talk is to provide a dictionary between homological properties of Nakayama algebras and their modules, and combinatorial statistics on Dyck paths and 321-avoiding permutations (joint work with René Marczinzik).

Mathematics

Audience: researchers in the topic

Greek Algebra & Number Theory Seminar