AbstractWe consider Young tableaux strictly increasing in rows, weakly increasing in columns. We show that the number of such tableaux with entries between 1 and n, with p columns having an odd number of elements and having at most 2k rows, it the product np2k+p −1p n+2k+ppП1⩽i⩽j⩽n⩽2k+i+ji+j.The proof is mainly bijective, using configurations of noncrossing paths
We give new bounds and asymptotic estimates on the number of standard Young tableaux of skew shape i...
We give new bounds and asymptotic estimates on the number of standard Young tableaux of skew shape i...
AbstractThe origin of this work is based on the enumeration of stack sortable permutations [11, 17, ...
AbstractWe consider Young tableaux strictly increasing in rows, weakly increasing in columns. We sho...
On donne des formulas exactes pour le nombre de tableaux de Young standards ayant n cases et au plus...
Standard set-valued Young tableaux are a generalization of standard Young tableaux where cells can c...
We introduce an infinite family of lower triangular matrices $Gamma^(s)$, where $gamma^(s)_{n,i}$ c...
We introduce an infinite family of lower triangular matrices $Gamma^(s)$, where $gamma^(s)_{n,i}$ c...
none3We introduce an infinite family of lower triangular matrices $Gamma^(s)$, where $gamma^(s)_{n,...
Standard set-valued Young tableaux are a generalization of standard Young tableaux in which cells ma...
AbstractFor fixed n and a fixed partition α of k<n we give an explicit formula for the number N(n;α)...
Unexpected product formulas for the number of standard Young tableaux of certain truncated shapes ar...
We show that formulae of Gessel for the generating functions for Young standard tableaux of height b...
We introduce an infinite family of lower triangular matrices ¡(s), where °s n;i counts the standar...
Abstract. Tableau sequences of bounded height have been central to the analysis of k-noncrossing set...
We give new bounds and asymptotic estimates on the number of standard Young tableaux of skew shape i...
We give new bounds and asymptotic estimates on the number of standard Young tableaux of skew shape i...
AbstractThe origin of this work is based on the enumeration of stack sortable permutations [11, 17, ...
AbstractWe consider Young tableaux strictly increasing in rows, weakly increasing in columns. We sho...
On donne des formulas exactes pour le nombre de tableaux de Young standards ayant n cases et au plus...
Standard set-valued Young tableaux are a generalization of standard Young tableaux where cells can c...
We introduce an infinite family of lower triangular matrices $Gamma^(s)$, where $gamma^(s)_{n,i}$ c...
We introduce an infinite family of lower triangular matrices $Gamma^(s)$, where $gamma^(s)_{n,i}$ c...
none3We introduce an infinite family of lower triangular matrices $Gamma^(s)$, where $gamma^(s)_{n,...
Standard set-valued Young tableaux are a generalization of standard Young tableaux in which cells ma...
AbstractFor fixed n and a fixed partition α of k<n we give an explicit formula for the number N(n;α)...
Unexpected product formulas for the number of standard Young tableaux of certain truncated shapes ar...
We show that formulae of Gessel for the generating functions for Young standard tableaux of height b...
We introduce an infinite family of lower triangular matrices ¡(s), where °s n;i counts the standar...
Abstract. Tableau sequences of bounded height have been central to the analysis of k-noncrossing set...
We give new bounds and asymptotic estimates on the number of standard Young tableaux of skew shape i...
We give new bounds and asymptotic estimates on the number of standard Young tableaux of skew shape i...
AbstractThe origin of this work is based on the enumeration of stack sortable permutations [11, 17, ...
DOI
Add to ORKG