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mbedded.ninja

Image Processing

Authors:
Geoffrey Hunter
Geoffrey Hunter
Published On:
May 8, 2019
Last Updated:
May 8, 2019

Seperability

A kernel k is seperable if and only if all of it’s rows are multiples of each other. Intuitivly, this means you can pick any row l and then make a column of mulitplicative factors g, so that:

K=f⃗\crossg⃗\mathbf{K} = \vec{f} \cross \vec{g}