Symplectic Shifted Tableaux and Deformations of Weyl's Denominator Formula for sp | (2 n | )
A determinantal expansion due to Okada is used to derive both a deformation of Weyl's denominator formula for the Lie algebra sp(2 n) of the symplectic group and a further generalisation involving a product of the deformed denominator with a deformation of flagged characters of sp(2 n). In each...
|Published in:||Journal of Algebraic Combinatorics : An International Journal, Vol. 16, No. 3 (2002), p. 269-300|
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