mirror of https://github.com/CGAL/cgal
|
|
||
|---|---|---|
| .. | ||
| data | ||
| CMakeLists.txt | ||
| README | ||
| adding_handles.cpp | ||
| colored_face.cpp | ||
| constrained.cpp | ||
| constrained_hierarchy_plus.cpp | ||
| constrained_plus.cpp | ||
| copy_triangulation_2.cpp | ||
| draw_triangulation_2.cpp | ||
| for_loop_2.cpp | ||
| hierarchy.cpp | ||
| info_insert_with_pair_iterator_2.cpp | ||
| info_insert_with_pair_iterator_regular_2.cpp | ||
| info_insert_with_transform_iterator_2.cpp | ||
| info_insert_with_zip_iterator_2.cpp | ||
| low_dimensional.cpp | ||
| polygon_triangulation.cpp | ||
| polygon_triangulation_graphics_scene_options.h | ||
| polylines_triangulation.cpp | ||
| print_cropped_voronoi.cpp | ||
| regular.cpp | ||
| segment_soup_to_polylines.cpp | ||
| star_conflict_zone.cpp | ||
| terr_trian.cin | ||
| terr_trian.cpp | ||
| terrain.cpp | ||
| terrain_with_info.cpp | ||
| triangulation_prog1.cpp | ||
| triangulation_projection_traits.cpp | ||
| voronoi.cpp | ||
README
triangulation_prog1:
The following program creates a triangulation of 2D points using
a default kernel of CGAL as geometric traits and the
default instantiation of the triangulation data structure template
parameter.
The input points are read from a file and inserted in the
triangulation. Finally points on the convex hull are written to {\tt
cout}.
colored_face
Illustrates how the user can have some additional property
like e.g. a color stored in the faces or vertices
of the triangulation.
adding_handles
Illustrates how the user can derive and plug in his own vertex_base
or face_base when he would like to have additional
handles to other faces and vertices stored in the faces or vertices.
voronoi:
Builds a Delaunay triangulation from input points in a file
and takes the dual Voronoi diagram
terrain
Build a terrain using a Delaunay triangulation with the traits class for
terrains.
regular
Build a regular triangulation
constrained
input a grid of 5x5 constraints into a constrained Delaunay triangulation
supporting intersecting constraints and count the number
of constrained edges in the resulting triangulation.
constrained_plus
Same has above, but the constrained Delaunay triangulation
uses an exact number types and a constraint hierarchy.
hierarchy
A standard use of a triangulation hierarchy
to enhance the efficiency
of a Delaunay triangulation.
The program outputs the number of vertices
at the different levels of the hierarchy
constrained_hierarchy_plus
The program shows how to use
a triangulation hierarchy in conjunction with a Constrained
triangulation plus.
info_insert_with_pair_iterator_2
info_insert_with_pair_iterator_regular_2
info_insert_with_zip_iterator_2
info_insert_with_transform_iterator_2
Show how to insert points and info using the insert by range function
with different methods.