We have a 2D Linear and shift invariant (LSI) system with the following PSF: h(x,y)=e-4*pi* (x^2+y^2) Find a general expression for g(x,y) if we have a random signal f(x,y) fed into the system h(x,y). You don't need to solve it. Next, write down a general equation in the spatial frequency domain G(u,v) if the Fourier transform of the fsignal is F(u, v)

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Author:Robert L. Boylestad
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We have a 2D Linear and shift invariant (LSI)
system with the following PSF: h(x,y)=e¯4*pi*
(x^2+y^2)
Find a general expression for g(x,y) if we have a
random signal f(x,y) fed into the system h(x,y). You
don't need to solve it.
Next, write down a general equation in the spatial
frequency domain G(u,v) if the Fourier transform
the fsignal is F(u,v)
Transcribed Image Text:We have a 2D Linear and shift invariant (LSI) system with the following PSF: h(x,y)=e¯4*pi* (x^2+y^2) Find a general expression for g(x,y) if we have a random signal f(x,y) fed into the system h(x,y). You don't need to solve it. Next, write down a general equation in the spatial frequency domain G(u,v) if the Fourier transform the fsignal is F(u,v)
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