DOIAbstract
This paper is a continuation of the systematic study of distribution of quadrant marked mesh patterns initiated in [7]. We study quadrant marked mesh patterns on up-down and down-up permutations
This paper is a continuation of the systematic study of distribution of quadrant marked mesh patterns initiated in [7]. We study quadrant marked mesh patterns on up-down and down-up permutations
The notion of a mesh pattern was introduced recently, but it has already proved to be a useful tool ...
We define and study positional marked patterns, permutations $\tau$ where oneof elements in $\tau$ i...
Following the techniques initiated in \cite{MP}, we continue to study the limit shapes of random per...
This paper is a continuation of the systematic study of distribution of quadrant marked mesh pattern...
This paper is a continuation of the systematic study of the distribution of quadrant marked mesh pat...
In this paper we begin the first systematic study of distributions of quadrant marked mesh patterns....
This paper is a continuation of the systematic study of the distributions of simple marked mesh patt...
International audienceThe study of quadrant marked mesh patterns in 132-avoiding permutations was in...
Given a permutation σ = σ1...... σn in the symmetric group Sn, we say that σi matches the marked mes...
Given a permutation $\sigma = \sigma_1 \ldots \sigma_n$ in the symmetricgroup $\mathcal{S}_{n}$, we ...
Any permutation statistic ƒ : S → C may be represented uniquely as a, possibly infinite, linear comb...
Given a permutation σ = σ1 . . . σn in the symmetric group Sn, we say that σi matches the marked mes...
Abstract. We initiate the study of limit shapes for random permutations avoiding a given pattern. Sp...
The notion of a mesh pattern was introduced recently, but it has already proved to be a useful tool ...
International audienceWe present some combinatorial interpretations for coefficients appearing in se...
The notion of a mesh pattern was introduced recently, but it has already proved to be a useful tool ...
We define and study positional marked patterns, permutations $\tau$ where oneof elements in $\tau$ i...
Following the techniques initiated in \cite{MP}, we continue to study the limit shapes of random per...
This paper is a continuation of the systematic study of distribution of quadrant marked mesh pattern...
This paper is a continuation of the systematic study of the distribution of quadrant marked mesh pat...
In this paper we begin the first systematic study of distributions of quadrant marked mesh patterns....
This paper is a continuation of the systematic study of the distributions of simple marked mesh patt...
International audienceThe study of quadrant marked mesh patterns in 132-avoiding permutations was in...
Given a permutation σ = σ1...... σn in the symmetric group Sn, we say that σi matches the marked mes...
Given a permutation $\sigma = \sigma_1 \ldots \sigma_n$ in the symmetricgroup $\mathcal{S}_{n}$, we ...
Any permutation statistic ƒ : S → C may be represented uniquely as a, possibly infinite, linear comb...
Given a permutation σ = σ1 . . . σn in the symmetric group Sn, we say that σi matches the marked mes...
Abstract. We initiate the study of limit shapes for random permutations avoiding a given pattern. Sp...
The notion of a mesh pattern was introduced recently, but it has already proved to be a useful tool ...
International audienceWe present some combinatorial interpretations for coefficients appearing in se...
The notion of a mesh pattern was introduced recently, but it has already proved to be a useful tool ...
We define and study positional marked patterns, permutations $\tau$ where oneof elements in $\tau$ i...
Following the techniques initiated in \cite{MP}, we continue to study the limit shapes of random per...
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