9/14/2001
CS 461, Copyright G.D. Hager
Some Convolution Facts
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• We often write I’ = B*I to represent the convolution of I by B.  B is referred to as the kernel of the convolution (or sometimes the “stencil” in the discrete case).
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•Note convolution is
–Associative
–Commutative
–Linear
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•We are using a discrete convolution; we will see this is not always consistent with an underlying continuous convolution that we may wish to implement
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•Convolution is formally defined on unbounded images and kernels.
–padding schemes:
•pad with zeros (same size vs. full size)
•compute only legal values
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