Parking structures: Fuss analogs
For any irreducible real reflection group W with Coxeter numberh, Armstrong, Reiner, and the author introduced a pair of \(W \times {\mathbb {Z}}_{h}\)-modules which deserve to be called W-parking spaces which generalize the type A notion of parking functions and conjectured a relationship between them. In this paper we give a Fuss analog of their constructions.
fuss analog reflection group parking function noncrossing nonnesting cyclic sieving absolute order