Arc permutations and unimodal permutations were introduced in the study of triangulations and characters. In this paper we describe combinatorial properties of these permutations, including characterizations in terms of pattern avoidance, connections to Young tableaux, and an affine Weyl group action on them.Les permutations arc et les permutations unimodales ont ètè introduites dans l'étude des triangulations et des caractères. Dans cet article, on dècrit les propriètès combinatoires de ces permutations, y compris des caractèrisations en termes de motifs interdits, des connexions avec des tableaux de Young, et une action du groupe de Weyl affine
In this paper we propose a new bijection between permutation tableaux and permutations. This bijecti...
Abstract. Given a permutation pattern p and an equivalence relation on permutations, we study the co...
This paper is a continuation of the systematic study of distribution of quadrant marked mesh pattern...
International audienceArc permutations and unimodal permutations were introduced in the study of tri...
Arc permutations and unimodal permutations were introduced in the study of triangulations and charac...
Several recent works have explored the deep structure between arc diagrams, their nestings and cross...
The purpose of this paper is to explore and restate some of the results put forth by Steingrimsson a...
In this thesis we deal with combinatorial and geometric properties of arc complexes and triangulatio...
This thesis deals with three different aspects of the combinatorics of permutations. In the first tw...
AbstractWe define a class Ln,k of permutations that generalizes alternating (up–down) permutations a...
We give another construction of a permutation tableau from its corresponding permutation and constru...
We give another construction of a permutation tableau from its corresponding permutation and constru...
AbstractIn this paper we introduce and study a class of tableaux which we call permutation tableaux;...
We give recurrence relations for the enumeration of symmetric elements within four classes of arc di...
The study of pattern classes is the study of the involvement order on finite permutations. This orde...
In this paper we propose a new bijection between permutation tableaux and permutations. This bijecti...
Abstract. Given a permutation pattern p and an equivalence relation on permutations, we study the co...
This paper is a continuation of the systematic study of distribution of quadrant marked mesh pattern...
International audienceArc permutations and unimodal permutations were introduced in the study of tri...
Arc permutations and unimodal permutations were introduced in the study of triangulations and charac...
Several recent works have explored the deep structure between arc diagrams, their nestings and cross...
The purpose of this paper is to explore and restate some of the results put forth by Steingrimsson a...
In this thesis we deal with combinatorial and geometric properties of arc complexes and triangulatio...
This thesis deals with three different aspects of the combinatorics of permutations. In the first tw...
AbstractWe define a class Ln,k of permutations that generalizes alternating (up–down) permutations a...
We give another construction of a permutation tableau from its corresponding permutation and constru...
We give another construction of a permutation tableau from its corresponding permutation and constru...
AbstractIn this paper we introduce and study a class of tableaux which we call permutation tableaux;...
We give recurrence relations for the enumeration of symmetric elements within four classes of arc di...
The study of pattern classes is the study of the involvement order on finite permutations. This orde...
In this paper we propose a new bijection between permutation tableaux and permutations. This bijecti...
Abstract. Given a permutation pattern p and an equivalence relation on permutations, we study the co...
This paper is a continuation of the systematic study of distribution of quadrant marked mesh pattern...