evaluates the rotational harmonic on a given set of points using a representation based coefficient transform, that transforms a series of Wigner-D functions into a trivariate fourier series and using NFFT at the end.
Syntax
f = evalV2(F,rot)Input
| F | SO3FunHarmonic |
| rot | rotation (evaluation nodes) |
Output
| f | double |
See also
SO3FunHarmonic.eval SO3FunHarmonic.evalEquispacedFFT SO3FunHarmonic.evalSectionsEquispacedFFT