arXiv · math/0510380
Parking functions and triangulation of the associahedron
Abstract
We show that a minimal triangulation of the associahedron (Stasheff polytope) of dimension n is made of (n+1)^{n-1} simplices. We construct a natural bijection with the set of parking functions from a new interpretation of parking functions in terms of shuffles.
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Jean-Louis Loday. 2005-10-18. Parking functions and triangulation of the associahedron. https://arxiv.org/abs/math/0510380
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