Asymptotics of the Average Height of 2-Watermelons with a Wall

We generalize the classical work of de Bruijn, Knuth and Rice (giving the asymptotics of the average height of Dyck paths of length n) to the case of p–watermelons with a wall (i.e., to a certain family of p nonintersecting Dyck paths; simple Dyck

• Type: Journal
• Year: 2007
• Where: COMBINATORICS
• Authors: Markus Fulmek
• Keywords: Average Height, Classical Work, COMBINATORICS 2007, Dyck Paths