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Examples
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Obviously, initially this result will be the y-coordinate of the chosen pixel.
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The y-coordinate is not transformed because we are only straightening the image based on the tilt of the left and right margins.
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This simply involves finding the minimum and maximum x-coordinate and minimum and maximum y-coordinate of each pixel in a given component.
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Set up a new array of 30 y-values, and initialize each element to the y-coordinate of the chosen pixel.
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For every line, compute the topmost (smallest) y-coordinate (topY) and bottommost (largest) y-coordinate (botY).
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I settled on an ArcForm expression whose arguments are the list of y-coordinate values of the connection points, and lists of endpoint indices for the left and right arcs.
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For each connected component, and for each x-coordinate in its box, determine the average y-coordinate, and put a black pixel in the new image at the (x, average y) point.
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Order the lines in the array by their first y-coordinate (lowest first).
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Then the length of the vertical side is simply the y-coordinate of its endpoint, A, and the length of the horizontal side is the x-coordinate of its endpoint, B.
Euclid’s Window Leonard Mlodinow 2001
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Mathematicians attach a minus sign to the x-coordinates of all the points to the left of the y-axis (i.e., the “east side”), and to the y-coordinate of all points which lie below the x-axis (i.e., the “south side”).
Euclid’s Window Leonard Mlodinow 2001
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