What can we interpret if Hausdorff distance between 2 sets is negative or positive? I found that Hausdorff distance equal to zero implies the 2 sets are very close to each other. Also Is Hausdorff symmetric distance.
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Could you please share us what you have tried – beingmathematician Jun 16 '22 at 10:49
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It can't be negative. It's a metric, so it is symmetric, and it's only $0$ if the two sets are identical. – Theo Bendit Jun 16 '22 at 11:01
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what we get if 2 sets are not close to each other, will it be a positive value – SS Varshini Jun 16 '22 at 14:57