Task 1: You will consider the effects of additive noise and the use of DFT to remove this kind of noise. The noisy image has been generated by adding noise in the form of a cosine function. Using frequency domain filtering, devise a procedure for removing the noise and show your results. For comparison purposes, remove the noise in the spatial domain by convolving the noisy image with Average filter (e.g., 7 x 7 and 15 x 15). Compare resulting images of both spatial and frequency domain filtering. Also, you can elaborate on differences in the jupyter notebook as a comment.

New Perspectives on HTML5, CSS3, and JavaScript
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ISBN:9781305503922
Author:Patrick M. Carey
Publisher:Patrick M. Carey
Chapter4: Graphic Design With Css: Creating A Graphic Design For A Genealogy website
Section4.2: Visual Overview: Shadows And Gradients
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Task 1:
You will consider the effects of additive noise and the use of DFT to remove this kind of noise. The
noisy image has been generated by adding noise in the form of a cosine function. Using frequency
domain filtering, devise a procedure for removing the noise and show your results. For comparison
purposes, remove the noise in the spatial domain by convolving the noisy image with Average filter
(e.g., 7 x 7 and 15 x 15). Compare resulting images of both spatial and frequency domain filtering.
Also, you can elaborate on differences in the jupyter notebook as a comment.
Transcribed Image Text:Task 1: You will consider the effects of additive noise and the use of DFT to remove this kind of noise. The noisy image has been generated by adding noise in the form of a cosine function. Using frequency domain filtering, devise a procedure for removing the noise and show your results. For comparison purposes, remove the noise in the spatial domain by convolving the noisy image with Average filter (e.g., 7 x 7 and 15 x 15). Compare resulting images of both spatial and frequency domain filtering. Also, you can elaborate on differences in the jupyter notebook as a comment.
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