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rookActivity
This dissertation is about generalizing previous rook theory results. We also find generalizations od Stirling numbers and their q-analogue
AbstractIn ordinary rook theory, rook placements are associated to permutations of the symmetric gro...
AbstractWe give bijections on restricted growth functions and rook placements on stairstep Ferrers b...
AbstractThe q-analogue of a formula of Frobenius relating the Stirling numbers of the second kind to...
In this paper, we define two natural (p, q)-analogues of the generalized Stirling numbers of the fir...
Garsia and Remmel (JCT. A 41 (1986), 246-275) used rook con gurations to give a combinatorial inte...
Abstract. We describe a combinatorial model for the q-analogs of the generalized Stirling numbers in...
AbstractGeneralizing the notion of placing rooks on a Ferrers board leads to a new class of combinat...
We describe a combinatorial model for the $q$-analogs of the generalized Stirling numbers in terms o...
AbstractThe q-analogue of a formula of Frobenius relating the Stirling numbers of the second kind to...
AbstractIn ordinary rook theory, rook placements are associated to permutations of the symmetric gro...
AbstractGeneralizing the notion of placing rooks on a Ferrers board leads to a new class of combinat...
AbstractSuppose μ and ν are integer partitions of n, and N>n. It is well known that the Ferrers boar...
In this dissertation, we will study some generalizations of classical rook theory. The main focus is...
In this dissertation, we will study some generalizations of classical rook theory. The main focus is...
Abstract. There are a number of so-called factorization theorems for rook polynomials that have appe...
AbstractIn ordinary rook theory, rook placements are associated to permutations of the symmetric gro...
AbstractWe give bijections on restricted growth functions and rook placements on stairstep Ferrers b...
AbstractThe q-analogue of a formula of Frobenius relating the Stirling numbers of the second kind to...
In this paper, we define two natural (p, q)-analogues of the generalized Stirling numbers of the fir...
Garsia and Remmel (JCT. A 41 (1986), 246-275) used rook con gurations to give a combinatorial inte...
Abstract. We describe a combinatorial model for the q-analogs of the generalized Stirling numbers in...
AbstractGeneralizing the notion of placing rooks on a Ferrers board leads to a new class of combinat...
We describe a combinatorial model for the $q$-analogs of the generalized Stirling numbers in terms o...
AbstractThe q-analogue of a formula of Frobenius relating the Stirling numbers of the second kind to...
AbstractIn ordinary rook theory, rook placements are associated to permutations of the symmetric gro...
AbstractGeneralizing the notion of placing rooks on a Ferrers board leads to a new class of combinat...
AbstractSuppose μ and ν are integer partitions of n, and N>n. It is well known that the Ferrers boar...
In this dissertation, we will study some generalizations of classical rook theory. The main focus is...
In this dissertation, we will study some generalizations of classical rook theory. The main focus is...
Abstract. There are a number of so-called factorization theorems for rook polynomials that have appe...
AbstractIn ordinary rook theory, rook placements are associated to permutations of the symmetric gro...
AbstractWe give bijections on restricted growth functions and rook placements on stairstep Ferrers b...
AbstractThe q-analogue of a formula of Frobenius relating the Stirling numbers of the second kind to...
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