Concept

LargestEmptyIsoRectangleTraits_2

Definition

The concept LargestEmptyIsoRectangleTraits_2 describes the set of requirements to be fulfilled by any class used to instantiate the template parameter of the class Largest_empty_iso_rectangle_2<T>. This concept provides the types of the geometric primitives used in this class and some function object types for the required predicates on those primitives.

Types

LargestEmptyIsoRectangleTraits_2::Point_2
The point type.

LargestEmptyIsoRectangleTraits_2::Iso_rectangle_2
The iso rectangle type.


LargestEmptyIsoRectangleTraits_2::Compare_x_2
Predicate object. Must provide the operator Comparison_result operator()(Point_2 p, Point_2 q) which returns SMALLER, EQUAL or LARGER according ding to the x-ordering of points p and q.

LargestEmptyIsoRectangleTraits_2::Compare_y_2
Predicate object. Must provide the operator Comparison_result operator()(Point_2 p, Point_2 q) which returns SMALLER, EQUAL or LARGER according to the y-ordering of points p and q.

LargestEmptyIsoRectangleTraits_2::Less_x_2
Predicate object. Must provide the operator bool operator()(Point_2 p, Point_2 q) which returns whether p is less than q according to their x-ordering.

LargestEmptyIsoRectangleTraits_2::Less_y_2
Predicate object. Must provide the operator bool operator()(Point_2 p, Point_2 q) which returns whether p is less than q according to their y-ordering.

Creation

Only a default constructor, copy constructor and an assignement operator are required. Note that further constructors can be provided.

LargestEmptyIsoRectangleTraits_2 traits;
Default constructor.

LargestEmptyIsoRectangleTraits_2 traits ( LargestEmptyIsoRectangleTraits_2);
Copy constructor

LargestEmptyIsoRectangleTraits_2 traits = gtr Assignment operator.

Predicate functions

The following functions give access to the predicate and constructor objects.

Compare_x_2 traits.compare_x_2_object ()
Compare_y_2 traits.compare_y_2_object ()
Less_x_2 traits.less_x_2_object ()
Less_y_2 traits.less_y_2_object ()

Has Models

CGAL::Cartesian<R>
CGAL::Homogeneous<R>

See Also

CGAL::Largest_empty_iso_rectangle_2<Traits>