37 citations · 83 across the 11 of their papers we have counts for
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math.RT2018
The smallest singular values of the icosahedral group
Charles F. Dunkl
For any finite reflection group on and any irreducible -module there is a space of polynomials on with values in . There are Dunkl o…
math.RT2018
A positive-definite inner product for vector-valued Macdonald polynomials
Charles F. Dunkl
In a previous paper J.-G. Luque and the author (Sem. Loth. Combin. 2011) developed the theory of nonsymmetric Macdonald polynomials taking values in an irreducible module of the He…
math.RT2018
The Smallest Singular Values and Vector-Valued Jack Polynomials
Charles F. Dunkl
There is a space of vector-valued nonsymmetric Jack polynomials associated with any irreducible representation of a symmetric group. Singular polynomials for the smallest singular…