Opened 12 years ago
Closed 12 years ago
#5312 closed Bugs (fixed)
polygon contains() gives wrong values for axis-aligned rectangles
Reported by: | Owned by: | Lucanus Simonson | |
---|---|---|---|
Milestone: | To Be Determined | Component: | polygon |
Version: | Boost 1.46.0 | Severity: | Problem |
Keywords: | Cc: |
Description
It appears that when a polygon is an axis-aligned rectangle, all (!) points along the projection of the Y-axis sides (i.e. with the same X coordinate as an edge of the polygon) show up as "inside" the polygon.
A workaround for many cases is to pass consider_touch==true, which fixes the clearly incorrect results at the expense of proper edge sensitivity.
I didn't test other refinements than polygon, so I don't know if this behavior is shared or specific.
Tested against Boost 1.46.0 and SVN as of submission date.
#include <boost/polygon/polygon.hpp> #include <assert.h> namespace gtl = boost::polygon; typedef gtl::polygon_data<int> Polygon; typedef gtl::polygon_traits<Polygon>::point_type Point; int main() { // Axis-aligned rectangle const Point rect[] = { Point(0, 0), Point(0, 1), Point(2, 1), Point(2, 0) }; Polygon p; gtl::set_points(p, rect, rect+(sizeof(rect)/sizeof(rect[0]))); // Points inside the polygon: these cases work. assert(gtl::contains(p, Point(1, 0))); assert(gtl::contains(p, Point(1, 1))); // Points outside the polygon: these cases work. assert(!gtl::contains(p, Point(1, -1))); assert(!gtl::contains(p, Point(1, 2))); assert(!gtl::contains(p, Point(3, 2))); assert(!gtl::contains(p, Point(-1, 2))); // Point outside the polygon with consider_touch false, this works assert(!gtl::contains(p, Point(2, 2), false)); // Points outside the polygon: these cases FAIL. Note X // coordinate lies along the projection of the vertical edges. assert(!gtl::contains(p, Point(0, 2))); assert(!gtl::contains(p, Point(2, -1))); assert(!gtl::contains(p, Point(0, -1))); assert(!gtl::contains(p, Point(2, 2))); return 0; }
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I overlooked the vertical edge case. point on-above-or-below line segment returns on the line for vertical case even if the point is past the end of the line. Now vertical segments are special cased and handled correctly.