adjointNFSOFT edit page

Compute the SO(3)-Fourier/Wigner transform of given evaluations on a specific quadrature grid.

It uses a NFSOFT (which includes a fast polynom transform). We prefer the faster, simpler and more stable SO3FunHarmonic.adjoint method.

Syntax

SO3F = SO3FunHarmonic.adjointNFSOFT(nodes,values,'weights',w)
SO3F = SO3FunHarmonic.adjoint(f,'nfsoft')

Input

rot quadratureSO3Grid, rotation, orientation
values double

Output

SO3F SO3FunHarmonic

Options

bandwidth minimal harmonic degree (default: 64)
weights quadrature weights

See also

SO3FunHarmonic.quadrature SO3FunHarmonic.adjoint