- #1
DWill
- 70
- 0
Hi,
I have a quick question about certain algebraic properties of convolution. If I have 3 functions x(f), y(f) and z(f), is the following true?
[x(f) . g(f)] * z(f) = [x(f) * z(f)].g(f)
I looked on Wikipedia but there's only a property like this if one of the terms is a scalar, so most likely I can't do relation described above?
Thanks!
I have a quick question about certain algebraic properties of convolution. If I have 3 functions x(f), y(f) and z(f), is the following true?
[x(f) . g(f)] * z(f) = [x(f) * z(f)].g(f)
I looked on Wikipedia but there's only a property like this if one of the terms is a scalar, so most likely I can't do relation described above?
Thanks!