- Todo:
- check generated documentation
Dan Halperin, Michal Meyerovitch, Ron Wein, and Baruch Zukerman
This package consits of functions that compute the lower (or upper) envelope of a set of arbitrary surfaces in 3D. The output is represented as an 2D envelope diagram, namely a planar subdivision such that the identity of the surfaces that induce the envelope over each diagram cell is unique.
This package consists of functions that compute the lower (or upper) envelope of a set of arbitrary surfaces in 3D. The output is represented as an 2D envelope diagram - a planar subdivision such that the identity of the surfaces that induce the envelope over each diagram cell is unique.
Functions
Concepts
Classes
|
| template<class InputIterator , class Traits > |
| void | CGAL::lower_envelope_3 (InputIterator begin, InputIterator end, Envelope_diagram_2< Traits > &diag) |
| |
| template<class InputIterator , class Traits > |
| void | CGAL::lower_envelope_xy_monotone_3 (InputIterator begin, InputIterator end, Envelope_diagram_2< Traits > &diag) |
| |
| template<class InputIterator , class Traits > |
| void | CGAL::upper_envelope_3 (InputIterator begin, InputIterator end, Envelope_diagram_2< Traits > &diag) |
| |
| template<class InputIterator , class Traits > |
| void | CGAL::upper_envelope_xy_monotone_3 (InputIterator begin, InputIterator end, Envelope_diagram_2< Traits > &diag) |
| |
◆ lower_envelope_3()
template<class InputIterator , class Traits >
◆ lower_envelope_xy_monotone_3()
template<class InputIterator , class Traits >
#include <CGAL/envelope_3.h>
Computes the lower envelope of a set of \( xy\)-monotone surfaces in \( \mathbb{R}^3\), as given by the range [begin, end). The lower envelope is represented using the output minimization diagram diag.
- Template Parameters
-
◆ upper_envelope_3()
template<class InputIterator , class Traits >
◆ upper_envelope_xy_monotone_3()
template<class InputIterator , class Traits >
#include <CGAL/envelope_3.h>
Computes the upper envelope of a set of \( xy\)-monotone surfaces in \( \mathbb{R}^3\), as given by the range [begin, end). The lower envelope is represented using the output maximization diagram diag.
- Template Parameters
-