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A combinatorial bijection between ordered trees and lattice paths

A combinatorial bijection between ordered trees and lattice paths

L. Rocha, E. V. Pereira Spreafico

ARTIGO

Inglês

Agradecimentos: The authors thank the Referee for his/her valuable comments and suggestions. The second author thanks Mustapha Rachidi for his valuable suggestions and comments. The authors express their sincere thanks to the INMA and Universidade Federal de Mato Grosso do Sul – UFMS/MEC – Brazil... Ver mais
Abstract: This work presents a combinatorial bijection between the set of lattice paths and the set of ordered trees, both counted by the central coefficients of the expansion of the trinomial (1+ x + x ^2)^ n . Moreover, using a combinatorial interpretation of Catalan numbers, we establish a new... Ver mais

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A combinatorial bijection between ordered trees and lattice paths

L. Rocha, E. V. Pereira Spreafico

										

A combinatorial bijection between ordered trees and lattice paths

L. Rocha, E. V. Pereira Spreafico

    Fontes

    Trends in computational and applied mathematics (Fonte avulsa)