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In digital image processing, first-order derivatives can be approximated by the spatial differences g x =( f(x, y) x )=f(x+1,y)-f(x, y) and g y =(

In digital image processing, first-order derivatives can be approximated by the spatial differences gx=(image text in transcribedf(x, y)image text in transcribedx)=f(x+1,y)-f(x, y) and gy=(image text in transcribedf(x, y)/image text in transcribedy)=f(x, y+1)-f(x, y).

a. Find the equivalent filter transfer functions Hx(u, v) and Hy(u, v) in the frequency domain.

b. Show that these are highpass filter transfer functions. (Hint: Study the solution to Problem 4.51 U.)

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