Package | Description |
---|---|
math.geom2d.circulinear |
Definition of circulinear shapes and some implementations.
|
math.geom2d.domain |
Curves interface hierarchy, and implementations of curve sets and various poly-curves.
|
math.geom2d.line |
Implementations of 'linear shapes', i.e.
|
math.geom2d.polygon |
Definitions and implementations of shapes composed several line segments:
polylines, rings, polygons.
|
Modifier and Type | Class and Description |
---|---|
class |
BoundaryPolyCirculinearCurve2D<T extends CirculinearContinuousCurve2D>
A continuous boundary which is composed of several continuous circulinear
curves.
|
class |
GenericCirculinearRing2D
A basic implementation of a CirculinearRing2D, which is supposed to be
always bounded and closed.
|
class |
PolyCirculinearCurve2D<T extends CirculinearContinuousCurve2D>
A continuous curve which is composed of several continuous circulinear
curves.
|
Modifier and Type | Class and Description |
---|---|
class |
BoundaryPolyCurve2D<T extends ContinuousOrientedCurve2D>
A single continuous oriented curve, which defines the boundary of a planar
domain.
|
Modifier and Type | Method and Description |
---|---|
PolyOrientedCurve2D<? extends ContinuousOrientedCurve2D> |
PolyOrientedCurve2D.getReverseCurve() |
PolyOrientedCurve2D<? extends ContinuousOrientedCurve2D> |
PolyOrientedCurve2D.getSubCurve(double t0,
double t1)
Return an instance of PolyOrientedCurve2D.
|
PolyOrientedCurve2D<?> |
PolyOrientedCurve2D.transform(AffineTransform2D trans) |
Modifier and Type | Method and Description |
---|---|
static PolyOrientedCurve2D<SmoothOrientedCurve2D> |
Polyline2DUtils.createParallel(Polyline2D polyline,
double d)
Deprecated.
Creates a curve parallel to the given polyline, at a distance d.
|
Modifier and Type | Method and Description |
---|---|
static PolyOrientedCurve2D<SmoothOrientedCurve2D> |
Polyline2DUtils.createParallel(Polyline2D polyline,
double d)
Creates a curve parallel to the given polyline, at a distance d.
|
Copyright © 2012 AMIS research group, Faculty of Mathematics and Physics, Charles University in Prague, Czech Republic. All Rights Reserved.