Uses of Class
fr.inria.zvtm.layout.delaunay.Pnt

Packages that use Pnt

Package	Description
fr.inria.zvtm.layout.delaunay	Algorithms for computing geometrical information about sets of points, such as the Delaunay triangulation and Voronoi tessellation.

Uses of Pnt in fr.inria.zvtm.layout.delaunay

Methods in fr.inria.zvtm.layout.delaunay that return Pnt

Modifier and Type	Method and Description
Pnt	Pnt.add(Pnt p) Add.
Pnt	Pnt.bisector(Pnt point) Perpendicular bisector of two Pnts.
static Pnt	Pnt.circumcenter(Pnt[] simplex) Circumcenter of a simplex.
static Pnt	Pnt.cross(Pnt[] matrix) Compute generalized cross-product of the rows of a matrix.
Pnt	Pnt.extend(double... coords) Create a new Pnt by adding additional coordinates to this Pnt.
Pnt	Pnt.isOn(Pnt[] simplex) Test if this Pnt is on a simplex.
Pnt	Pnt.isOutside(Pnt[] simplex) Test if this Pnt is outside of simplex.
Pnt	Pnt.subtract(Pnt p) Subtract.

Methods in fr.inria.zvtm.layout.delaunay that return types with arguments of type Pnt

Modifier and Type	Method and Description
Set<Simplex<Pnt>>	DelaunayTriangulation.delaunayPlace(Pnt site) Place a new point site into the DT.
Simplex<Pnt>	DelaunayTriangulation.locate(Pnt point) Locate the triangle with point (a Pnt) inside (or on) it.

Methods in fr.inria.zvtm.layout.delaunay with parameters of type Pnt

Modifier and Type	Method and Description
Pnt	Pnt.add(Pnt p) Add.
double	Pnt.angle(Pnt p) Angle (in radians) between two Pnts (treated as vectors).
Pnt	Pnt.bisector(Pnt point) Perpendicular bisector of two Pnts.
static Pnt	Pnt.circumcenter(Pnt[] simplex) Circumcenter of a simplex.
static double	Pnt.content(Pnt[] simplex) Determine the signed content (i.e., area or volume, etc.) of a simplex.
static Pnt	Pnt.cross(Pnt[] matrix) Compute generalized cross-product of the rows of a matrix.
Set<Simplex<Pnt>>	DelaunayTriangulation.delaunayPlace(Pnt site) Place a new point site into the DT.
static double	Pnt.determinant(Pnt[] matrix) Compute the determinant of a matrix (array of Pnts).
int	Pnt.dimCheck(Pnt p) Check that dimensions match.
double	Pnt.dot(Pnt p) Dot product.
boolean	Pnt.isInside(Pnt[] simplex) Test if this Pnt is inside a simplex.
Pnt	Pnt.isOn(Pnt[] simplex) Test if this Pnt is on a simplex.
Pnt	Pnt.isOutside(Pnt[] simplex) Test if this Pnt is outside of simplex.
Simplex<Pnt>	DelaunayTriangulation.locate(Pnt point) Locate the triangle with point (a Pnt) inside (or on) it.
int[]	Pnt.relation(Pnt[] simplex) Relation between this Pnt and a simplex (represented as an array of Pnts).
Pnt	Pnt.subtract(Pnt p) Subtract.
static String	Pnt.toString(Pnt[] matrix) Create a String for a matrix.
int	Pnt.vsCircumcircle(Pnt[] simplex) Test relation between this Pnt and circumcircle of a simplex.

Constructor parameters in fr.inria.zvtm.layout.delaunay with type arguments of type Pnt

Constructor and Description
DelaunayTriangulation(Simplex<Pnt> triangle) Constructor.