convolution of a rotational function with a rotational or spherical function or a kernel function
For detailed information about the definition of the convolution take a look in the documentation.
The convolution of matrices of SO3Functions with matrices of SO3Functions works elementwise.
Syntax
SO3F = conv(SO3F1,SO3F2)
SO3F = conv(SO3F1,SO3F2,'Right')
SO3F = conv(SO3F1,psi)
sF2 = conv(SO3F1,sF1)
sF2 = conv(SO3F1,phi)Input
| SO3F1, SO3F2 | SO3Fun |
| psi | convolution SO3Kernel |
| sF1 | S2Fun |
| phi | convolution S2Kernel |
Output
| SO3F | SO3FunHarmonic |
| sF2 | S2FunHarmonic |
See also
SO3FunHarmonic.conv SO3FunRBF.conv SO3FunCBF.conv SO3Kernel.conv S2FunHarmonic.conv S2Kernel.conv