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/********************************************************************** * * GEOS - Geometry Engine Open Source * http://geos.osgeo.org * * Copyright (C) 2019 Martin Davis * * This is free software; you can redistribute and/or modify it under * the terms of the GNU Lesser General Public Licence as published * by the Free Software Foundation. * See the COPYING file for more information. * ********************************************************************** * * Last port: algorithm/InteriorPointArea.java (JTS-1.17+) * https://github.com/locationtech/jts/commit/a140ca30cc51be4f65c950a30b0a8f51a6df75ba * **********************************************************************/ #pragma once #include #include // Forward declarations namespace geos { namespace geom { class Geometry; class Polygon; } } namespace geos { namespace algorithm { // geos::algorithm /** \brief * Computes a point in the interior of an areal geometry. * The point will lie in the geometry interior * in all except certain pathological cases. * *

Algorithm

* For each input polygon: *
    *
  • Determine a horizontal scan line on which the interior * point will be located. * To increase the chance of the scan line * having non-zero-width intersection with the polygon * the scan line Y ordinate is chosen to be near the centre of the polygon's * Y extent but distinct from all of vertex Y ordinates. *
  • Compute the sections of the scan line * which lie in the interior of the polygon. *
  • Choose the widest interior section * and take its midpoint as the interior point. *
* The final interior point is chosen as * the one occurring in the widest interior section. *

* This algorithm is a tradeoff between performance * and point quality (where points further from the geometry * boundary are considered to be higher quality) * Priority is given to performance. * This means that the computed interior point * may not be suitable for some uses * (such as label positioning). *

* The algorithm handles some kinds of invalid/degenerate geometry, * including zero-area and self-intersecting polygons. *

* Empty geometry is handled by returning a null point. * *

KNOWN BUGS

*
    *
  • If a fixed precision model is used, in some cases this method may return * a point which does not lie in the interior. *
  • If the input polygon is extremely narrow the computed point * may not lie in the interior of the polygon. *
*/ class GEOS_DLL InteriorPointArea { public: /** * Creates a new interior point finder * for an areal geometry. * * @param g an areal geometry */ InteriorPointArea(const geom::Geometry* g); /** * Gets the computed interior point. * * @return the coordinate of an interior point * or null if the input geometry is empty */ bool getInteriorPoint(geom::Coordinate& ret) const; private: geom::Coordinate interiorPoint; double maxWidth; void process(const geom::Geometry* geom); void processPolygon(const geom::Polygon* polygon); }; } // namespace geos::algorithm } // namespace geos