I need a cross correlation, which is circular along teta-axis and linear
XC(H', R') = Σ Σ F(p + H', teta + R'). G(p,teta )
I have tried several methods but without satisfactory results. Also, I
have used the function "imfilter", which does a circular correlation but
the result is always the same: bad.
I know that teta-axis-circular and p-axis-linear cross-correlation can
readily be achieved by zero-padding only the p-axis direction
and performing a circular cross-correlation with an FFT-
based algorithm but I don�t know how.I think i Do bad the zero padding but
I�m not sure.
I would be very grateful if somebody could help me. Thank you
Reply by julius●February 26, 20072007-02-26
On Feb 26, 6:00 am, "jasg" <jorgesanchezgar...@hotmail.com> wrote:
> I need a cross correlation, which is circular along teta-axis and linear
> along ro-axis
> XC(H', R') =3D =CE=A3 =CE=A3 F(p + H', teta + R'). G(p,tet=
Sorry, I don't understand what you are trying to do.
Are you trying to generate a stochastic vector with a
certain correlation property?
Or are you trying to make a filter with a certain
> I have tried several methods but without satisfactory results. Also, I
> have used the function "imfilter", which does a circular correlation but
Sorry, I don't know what imfilter is.
Reply by jasg●February 26, 20072007-02-26
I am working with image registration. I work with images(matrix, no with
vectors). For the correlation I use two matrix (images) in polar
co-ordinates (r,teta). My problem is that I need to do a two-dimensional
cross correlation, which it is circular along teta-axis and linear along
Imfilter is a function of Matlab that do a circular cross correlation.