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Differentiation - The Canny edge detector
- \(\nabla I = [ I_x, I_y ]\) is the gradient vector.
- It has length and direction in each pixel in the image.
- Length \(||\nabla I(x,y)||^2= \nabla I^T\nabla I\)
- Select points which satisfy two criteria
- Local optimum along the direction of the gradient
- Larger than a chosen threshold \(\tau\).
- Sometimes we use a soft and a hard threshold, where points between the two thresholds are selected if they are adjacent to other selected points.
- We can calculate \(\nabla I\) with either Sobel or the derivative of a Gaussian.
Connected Components
Line Fitting
Hough