CGAL 6.0 - Optimal Distances
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Classes | |
class | Polytope_distance_d |
An object of the class Polytope_distance_d represents the (squared) distance between two convex polytopes, given as the convex hulls of two finite point sets in \( d\)-dimensional Euclidean space \( \E^d\). More... | |
class | Polytope_distance_d_traits_2 |
The class Polytope_distance_d_traits_2 is a traits class for the \( d\)-dimensional optimisation algorithms using the two-dimensional CGAL kernel. More... | |
class | Polytope_distance_d_traits_3 |
The class Polytope_distance_d_traits_3 is a traits class for the \( d\)-dimensional optimisation algorithms using the three-dimensional CGAL kernel. More... | |
class | Polytope_distance_d_traits_d |
The class Polytope_distance_d_traits_d is a traits class for the \( d\)-dimensional optimisation algorithms using the \( d\)-dimensional CGAL kernel. More... | |
class | Width_3 |
Given a set of points \( \mathcal{S}=\left\{p_1,\ldots , p_n\right\}\) in \( \mathbb{R}^3\). More... | |
class | Width_default_traits_3 |
The class Width_default_traits_3 is a traits class for Width_3<Traits> using the three-dimensional CGAL kernel. More... | |
Functions | |
template<class RandomAccessIterator , class OutputIterator , class Traits > | |
OutputIterator | all_furthest_neighbors_2 (RandomAccessIterator points_begin, RandomAccessIterator points_end, OutputIterator o, Traits t=Default_traits) |
computes all furthest neighbors for the vertices of the convex polygon described by the range [points_begin , points_end ), writes their indices (relative to points_begin ) to o the furthest neighbor of points_begin[i] is points_begin[i-th number written to o] and returns the past-the-end iterator of this sequence. | |