Helmut Prodinger, Sarah J. Selkirk
Published 2018-08-06Version 1
A bijection between ternary trees with $n$ nodes and a subclass of Motzkin paths of length $3n$ is given. This bijection can then be generalized to $t$-ary trees.
A bijection between two subfamilies of Motzkin paths
Bijections between walks inside a triangular domain and Motzkin paths of bounded amplitude
On two subclasses of Motzkin paths and their relation to ternary trees
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