Hi all,
Now I am reading the paper
Learning Sub-Pixel Disparity Distribution for Light Field Depth Estimation
So, I found an Eq. form wich follows
L(u, v, x + (u − uc) · d(x, y),
y + (v − vc) · d(x, y)) - is it true?
Cause for diagonal shifted optical centers this Eq leads to biger optical base and the saim disparity we should obtain the saime depth. That contradict to the triangulation principle.
Maybe this fact comes from the Fourier lens setup, which is not invariant to rotation?
Thanks for repaly.
Mikhail