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math.QA2010
A quantum analogue of Kostant's theorem for the general linear group
Avraham Aizenbud, Oded Yacobi
A fundamental result in representation theory is Kostant's theorem which describes the algebra of polynomials on a reductive Lie algebra as a module over its invariants. We prove a…
math.RT2010★ 1 cited
A Basis for the Symplectic Group Branching Algebra
Sangjib Kim, Oded Yacobi
The symplectic group branching algebra, B, is a graded algebra whose components encode the multiplicities of irreducible representations of Sp(2n-2,C) in each irreducible represent…