|
d with edges parallel to the
axes of the coordinate system.
| Iso_box_d<Kernel> b ( const Point_d<Kernel>& p, const Point_d<Kernel> &q); | |
|
introduces an iso-oriented iso-box b with diagonal
opposite vertices p and q.
| |
| bool | b.operator== ( const Iso_box_d<Kernel>& b2) const | |
| Test for equality: two iso-oriented cuboid are equal, iff their lower left and their upper right vertices are equal. | ||
| bool | b.operator!= ( const Iso_box_d<Kernel>& b2) const | |
| Test for inequality. | ||
| const Point_d<Kernel>& | b.min () const | returns the smallest vertex of b. |
| const Point_d<Kernel>& | b.max () const | returns the largest vertex of b. |
| bool | b.is_degenerate () const | b is degenerate, if all vertices are collinear. |
| Bounded_side | b.bounded_side ( const Point_d<Kernel>& p) const | |
| returns either ON_UNBOUNDED_SIDE, ON_BOUNDED_SIDE, or the constant ON_BOUNDARY, depending on where point p is. | ||
| bool | b.has_on_boundary ( const Point_d<Kernel>& p) const | |
| bool | b.has_on_bounded_side ( const Point_d<Kernel>& p) const | |
| bool | b.has_on_unbounded_side ( const Point_d<Kernel>& p) const | |
| Kernel::FT | b.volume () const | returns the volume of b. |