5 citations · 5 across the 1 of their papers we have counts for
3 papers
math.RT2024
An explicit construction of the unitarily invariant quaternionic polynomial spaces on the sphere
Mozhgan Mohammadpour, Shayne Waldron
The decomposition of the polynomials on the quaternionic unit sphere in $\Hd$ into irreducible modules under the action of the quaternionic unitary (symplectic) group and quaternio…
math.CO2023
Complex spherical designs from group orbits
Mozhgan Mohammadpour, Shayne Waldron
We consider the general question of when all orbits under the unitary action of a finite group give a complex spherical design. Those orbits which have large stabilisers are then g…
math.MG2019★ 5 cited
Constructing high order spherical designs as a union of two of lower order
Mozhgan Mohammadpour, Shayne Waldron
We show how the variational characterisation of spherical designs can be used to take a union of spherical designs to obtain a spherical design of higher order (degree, precision,…