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most citedMatrix Valued Orthogonal Polynomials related to (SU(2) x SU(2),diag)

34 citations · 68 across the 8 of their papers we have counts for

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math.RT2023★ 1 cited

Vector-valued Heckman-Opdam polynomials: a Steinberg variation

Maarten van Pruijssen

We develop a theory of Jacobi polynomials for parabolic subgroups of finite reflection groups that specializes to the cases studied by Heckman and Opdam in which the whole group an…

math.RT2014

Multiplicity free induced representations and orthogonal polynomials

Maarten van Pruijssen

Let be a reductive spherical pair and a parabolic subgroup such that is spherical. The triples with this property are called multiplicity fre…

math.RT2013★ 17 cited

Matrix Valued Classical Pairs Related to Compact Gelfand Pairs of Rank One

Maarten van Pruijssen, Pablo Román

We present a method to obtain infinitely many examples of pairs consisting of a matrix weight in one variable and a symmetric second-order differential operator . Th…

math.RT2013★ 8 cited

Matrix Valued Orthogonal Polynomials for Gelfand Pairs of Rank One

Gert Heckman, Maarten van Pruijssen

In this paper we study matrix valued orthogonal polynomials of one variable associated with a compact connected Gelfand pair (G,K) of rank one, as a generalization of earlier work…

math.RT2011★ 34 cited

Matrix Valued Orthogonal Polynomials related to (SU(2) x SU(2),diag)

Erik Koelink, Maarten van Pruijssen, Pablo Roman

The matrix-valued spherical functions for the pair (K x K, K), K=SU(2), are studied. By restriction to the subgroup A the matrix-valued spherical functions are diagonal. For suitab…