Jackson
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Decomposing max-convolution of sum of functions ?
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Decomposing max-convolution of sum of functions ?
$x,y$ range from 1 to matrix height and width. $x+dx, y+dy$ also have the same support.
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Decomposing max-convolution of sum of functions ?
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Decomposing max-convolution of sum of functions ?
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Decomposing max-convolution of sum of functions ?
Edited what $x,y,dx,dy$ are
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Decomposing max-convolution of sum of functions ?
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How do I optimize over (or take derivative wrt) a square diagonal matrix?
Wow I admire your intuition. At the moment I asked the question I had no idea how to approached the problem but now it turns out to be one of the easiest problems in Linear Algebra. Thank you very much.
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