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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…
math.RT2010
Distributive Lattices, Affine Semigroups, and Branching Rules of the Classical Groups
Sangjib Kim
We study algebras encoding stable range branching rules for the pairs of complex classical groups of the same type in the context of toric degenerations of spherical varieties. By…