Appears in collection : Lattice Paths, Combinatorics and Interactions / Marches aléatoires, combinatoire et interactions

We present some connections between two families of walks. The first family is formed by two-dimensional walks moving in three directions, and confined within a triangle. The other family consists of Motzkin paths with bounded height, in which the horizontal steps may be forbidden at maximal height. This is a joint work with Julien Courtiel and Andrew Elvey Price.