A planar Voronoi tesselation will always have unbounded polygons (infinite regions).
How do I tell qhull/qvoronoi to intersect the tesselation with either the original points' convex hull, or with a polygon I explicitly specify (probably a rectangle).
Specific example ( https://github.com/barrycarter/bcapps/blob/master/bc-temperature-voronoi.pl ):
I map latitudes/longitudes (inaccurately) to the 2-D rectangle (-180,180)*(-90,90), and apply qvoronoi to the result.
I can't handle unbounded polygons and Google Maps API dislikes polygons that wander outside (-180,180)(-90,90) [actually, it's more like (-180,180)(-85,85) because Google uses Mercator]
Can I make qhull/qvoronoi intersect the polygons with the points' convex hull and/or the (-180,180)*(-90,90) rectangle? Of course, the convex hull is entirely contained within the rectangle.
If not, can another program do it? I suspect I could write this myself, but would prefer an existing solution.
