The main goal of this work is to establish a bijection between Dyck words and a family of Eulerian digraphs. We do so by providing two algorithms implementing such bijection in both directions. The connection between Dyck words and Eulerian digraphs exploits a novel combinatorial structure: a binary matrix, we call Dyck matrix, representing the cycles of an Eulerian digraph
International audienceWe introduce a new class of subshifts of sequences, called generalized Dyck sh...
A de Bruijn sequence over a finite alphabet of span n is a cyclic string such that all words of leng...
We investigate the structure of a simple class of affine toric Calabi-Yau varieties that are defined...
Abstract We define a bijection between permutations and valued Dyck paths, namely, Dyck paths whos...
AbstractWe establish a bijection between ‘bridges’ (or words of Dyck language) that explains some of...
International audienceRecently, Kenyon and Wilson introduced Dyck tilings, which are certain tilings...
AbstractNew topological operations are introduced in order to recover the generalized Dyck equations...
We examine three permutations on Dyck words. The first one, α, is related to the Baker and Norine th...
AbstractGiven a digraph (directed graph) with a labeling on its arcs, we study the problem of findin...
Abstract. A new algorithms to generate all Dyck words is presented, which is used in ranking and unr...
AMS Subject Classification: 05A15, 05A05 Abstract. In this paper we introduce a new bijection from t...
New topological operations are introduced in order to recover in another way the generalized Dyck eq...
Given a digraph (directed graph) with a labeling on its arcs, we study the problem of finding the Eu...
Dyck tilings were introduced by Kenyon and Wilson in their study of double-dimer pairings. They are ...
AbstractSome properties of the language {w ∈ {a, b}∗| (wab) = (wab)}, which can be regarded as a gen...
International audienceWe introduce a new class of subshifts of sequences, called generalized Dyck sh...
A de Bruijn sequence over a finite alphabet of span n is a cyclic string such that all words of leng...
We investigate the structure of a simple class of affine toric Calabi-Yau varieties that are defined...
Abstract We define a bijection between permutations and valued Dyck paths, namely, Dyck paths whos...
AbstractWe establish a bijection between ‘bridges’ (or words of Dyck language) that explains some of...
International audienceRecently, Kenyon and Wilson introduced Dyck tilings, which are certain tilings...
AbstractNew topological operations are introduced in order to recover the generalized Dyck equations...
We examine three permutations on Dyck words. The first one, α, is related to the Baker and Norine th...
AbstractGiven a digraph (directed graph) with a labeling on its arcs, we study the problem of findin...
Abstract. A new algorithms to generate all Dyck words is presented, which is used in ranking and unr...
AMS Subject Classification: 05A15, 05A05 Abstract. In this paper we introduce a new bijection from t...
New topological operations are introduced in order to recover in another way the generalized Dyck eq...
Given a digraph (directed graph) with a labeling on its arcs, we study the problem of finding the Eu...
Dyck tilings were introduced by Kenyon and Wilson in their study of double-dimer pairings. They are ...
AbstractSome properties of the language {w ∈ {a, b}∗| (wab) = (wab)}, which can be regarded as a gen...
International audienceWe introduce a new class of subshifts of sequences, called generalized Dyck sh...
A de Bruijn sequence over a finite alphabet of span n is a cyclic string such that all words of leng...
We investigate the structure of a simple class of affine toric Calabi-Yau varieties that are defined...