#include <SemiOpenInterval.h>
Inheritance diagram for geom::SemiOpenInterval< N, T >:
Public Types | |
typedef T | Number |
The number type. | |
typedef Base::Point | Point |
The point type. | |
Public Member Functions | |
Constructors etc. | |
SemiOpenInterval () | |
Default constructor. | |
SemiOpenInterval (const Point &min, const Point &max) | |
Construct an interval from the min and max points. | |
SemiOpenInterval (const Number xmin, const Number xmax) | |
Construct a 1-D interval from the min and max coordinates. | |
SemiOpenInterval (const Number xmin, const Number ymin, const Number xmax, const Number ymax) | |
Construct an 2-D interval from the min and max coordinates. | |
SemiOpenInterval (const Number xmin, const Number ymin, const Number zmin, const Number xmax, const Number ymax, const Number zmax) | |
Construct a 3-D interval from the min and max coordinates. | |
SemiOpenInterval (const Number *coordinates) | |
Construct an interval from an array of the min and max coordinates. | |
SemiOpenInterval (const SemiOpenInterval &other) | |
Copy Constructor. | |
SemiOpenInterval (const Interval< N, T > &x) | |
Constructor from an interval. | |
SemiOpenInterval & | operator= (const SemiOpenInterval &other) |
Assignment operator. | |
~SemiOpenInterval () | |
Trivial destructor. No need for virtual. | |
Mathematical functions. | |
bool | isEmpty () const |
Return true if the SemiOpenInterval is empty. | |
template<typename PointType> | |
bool | isIn (const PointType &p) const |
Return true if the point is in this interval. | |
Related Functions | |
(Note that these are not member functions.) | |
void | printFormatted (std::ostream &out, const SemiOpenInterval< N, T > &x) |
Print in a nice format. | |
bool | doOverlap (const SemiOpenInterval< N, T > &a, const SemiOpenInterval< N, T > &b) |
Return true if semi-open intervals overlap. |
N | is the dimension. | |
T | is the number type. By default it is double. |
geom::SemiOpenInterval< N, T >::SemiOpenInterval | ( | const Number * | coordinates | ) | [inline] |
Construct an interval from an array of the min and max coordinates.
The coordinates should be in the same order as for the above constructors.