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Smallest Quadrilateral around polygon
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Hello, I'm looking for an algorithm to find the smallest 4 sided polygon ( ie. a quadrilateral ) around a given (convex) polygon. I'm specifically not looking for the [url=http://cgm.cs.mcgill.ca/~orm/maer.html]minimum enclosing rectangle[/url]. I'm pretty certain there is an algorithmus somewhere out there, at least the paper I'm working with says "Finally the smalest 4-sided polygon surrounding the segmented code is evaluated [segmented code in question is a convex polygon]. This is a special case of convex hull evaluation, in which the hull is constrained to have exactly four sides. The output consists in a list of four points which are vertices of a general polygon surrounding the code", alas it seems I'm using all the wrong words for google ( again :( ) Thanks for your input, so long, ->Tyberius Prime
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