Pages that link to "Item:Q727697"

The following pages link to A representation-theoretic proof of the branching rule for Macdonald polynomials (Q727697):

Displaying 5 items.

• A new integral formula for Heckman-Opdam hypergeometric functions (Q904041) (← links)
• On the expansion of certain vector-valued characters of \(U_q (\mathfrak{gl}_n)\) with respect to the Gelfand-Tsetlin basis (Q1707229) (← links)
• A representation-theoretic proof of the branching rule for Macdonald polynomial (Q2803352) (← links)
• Proof of an algorithm for the evaluation of the branching multiplicity SO(2<i>n</i>)→SO(2<i>n</i>−2)⊗U(1) (Q3701674) (← links)
• A bijective proof of a factorization formula for Macdonald polynomials at roots of unity (Q4584059) (← links)