I cannot remember who/what I read that mentioned a "gridcircular"
measure of
distance - contrasting with Euclidean and Manhattan. It is something
like
max(Hseparation,Vseparation) + ( 1/2 * min(Hseparation,Vseparation) )
If anybody can help, with claiming it, or naming its inventor, or
especially giving
a reference I can cite in a paper - I'd be very grateful.
(Google is often my friend; but not this time.)
Arthur
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