Hello,
I have to solve a real world problem; it is:
There are 2 black-white rectangular images (each one kept in 2d array,
0/1 as black/white).
First rectangular has A and B as its sides.
Second rectangular has C and D as its sides. C is less than A and D is
less than B.
I want to place the second rectangular into the first one with the least
overlaped pixels. (the second regtangular can be placed exceedingly the
bound of the larger reg., but it is worse than overlaped pixel)
With a brute-force algorithm, it tries to generate the smaller images in
all top-left co-ordinates in C x D and determine overlaped pixels and
exceeded pixels; and return the best top-left co-ordinate.
Approximately, the algorithm takes A x B x C x D comparisons.
Do anyone know other better solutions?
--
$_=`perldoc -U -q "What is a"`;m/"(.*?)"/;print$1
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- Re: [Boston.pm] least overlap co-ordinate Komtanoo Pinpimai
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- Re: [Boston.pm] least overlap co-ordinate Uri Guttman
- Re: [Boston.pm] least overlap co-ordinate John Tobey
- Re: [Boston.pm] least overlap co-ordinate Uri Guttman

