A symplectic jeu-de-taquin bijection between the tableaux of King and of De Concini (1998)

Content Provider	CiteSeerX
Author	Sheats, Jeffrey T.
Abstract	The definitions, methods, and results are entirely combinatorial. The symplectic jeu de taquin algorithm developed here is an extension of Schützenberger’s original jeu de taquin and acts on a skew form of De Concini’s symplectic standard tableaux. This algorithm is used to construct a weight preserving bijection between the two most widely known sets of symplectic tableaux. Anticipated applications to Knuth relations and to decomposing symplectic tensor products are indicated.
File Format	PDF
Publisher Date	1998-01-01
Access Restriction	Open
Subject Keyword	De Concini Symplectic Jeu-de-taquin Bijection Symplectic Jeu Skew Form Knuth Relation Original Jeu Anticipated Application Symplectic Tableau Sch Tzenberger Symplectic Tensor Product Symplectic Standard Tableau
Content Type	Text