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SOLVED: Convolution and Discrete Fourier Transform (25 pts)The following convolutional mask h[i,j] is centered at (0,0), that is, h[0,0] = -4. This mask is convolved with an M x N image f[i,j] to produce g[i,j]:h(15 points) Show that the Discrete Fourier Transform of h is 2nk 2nl H[k,4] = 2 cos - 2 cos  4 M Nb) (5 points) Suppose that f[i,j] = i for 0 < i < M, 0 < j < N. Ignoring edge effects, what is g[i,j] for 1 < i < M-1, 1 < j < N-1?(5 points) Otto Mattuck claims that for any convolution r
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