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# Based on https://web.archive.org/web/20231116015653/http://nrl.northumbria.ac.uk/id/eprint/29339/1/Paper_accepted.pdf
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# Based on https://web.archive.org/web/20231116015653/http://nrl.northumbria.ac.uk/id/eprint/29339/1/Paper_accepted.pdf IV. B..
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from PIL import Image
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from statistics import mean, median
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# What about other color channels?
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image = Image.open('9f04e2005fddb9d5512e2f42a3b826b019755717.jpg').convert('L')
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r = image.load()
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I = image.copy().load()
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DEFAULT_COLOR = 255
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# This threshold is debatable.
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# What about other color channels? See #11.
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MODE = 'L'
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IImage = Image.open('9f04e2005fddb9d5512e2f42a3b826b019755717.jpg').convert(MODE)
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I = IImage.load()
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rImage = Image.new(MODE, (IImage.size[0] - 2, IImage.size[1] - 2))
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r = rImage.load()
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# This threshold is debatable. See #13.
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THRESHOLD = 20
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# How to manage the border of the image?
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# Equation (10)
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for m in range(1, image.size[0] - 1):
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for n in range(1, image.size[1] - 1):
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# Accelerate computation. See #15.
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for m in range(1, IImage.size[0] - 1):
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for n in range(1, IImage.size[1] - 1):
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e = I[m, n + 1]
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se = I[m + 1, n + 1]
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s = I[m + 1, n]
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@ -35,7 +40,7 @@ for m in range(1, image.size[0] - 1):
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newPixel = I[m, n] - (sw + ne) / 2
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else:
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newPixel = I[m, n] - median(A)
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r[m, n] = round(newPixel)
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r[m - 1, n - 1] = round(newPixel)
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Q = 3
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@ -48,6 +53,9 @@ def sigma(i, j):
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return sigma_q(i, j, Q)
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def sigma_q(i, j, q):
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# Equation
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# Equation (8)
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# TODO:
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pass
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image.rotate(-90).show()
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# Why need to rotate the image? See #14.
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rImage.rotate(-90).show()
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