Modifier and Type	Class and Description
private static class	Circle.CircleTransform Class embedding a 3D rotation.

Modifier and Type	Field and Description
private Vector3D	pole Pole or circle center.
private final double	tolerance Tolerance below which close sub-arcs are merged together.
private Vector3D	x First axis in the equator plane, origin of the phase angles.
private Vector3D	y Second axis in the equator plane, in quadrature with respect to x.

Access	Constructor and Description
public	Circle(final Vector3D circle pole pole, final double tolerance below which close sub-arcs are merged together tolerance) Build a great circle from its pole.
public	Circle(final S2Point first point contained in the great circle first, final S2Point second point contained in the great circle second, final double tolerance below which close sub-arcs are merged together tolerance) Build a great circle from two non-aligned points.
private	Circle(final Vector3D circle pole pole, final Vector3D first axis in the equator plane x, final Vector3D second axis in the equator plane y, final double tolerance below which close sub-arcs are merged together tolerance) Build a circle from its internal components.
public	Circle(final Circle circle to copy circle) Copy constructor.

Method Summary

Modifier and Type	Method and Description
public Circle	copySelf() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.copySelf. Copy the instance.
public Arc	Returns: arc of the instance that lies inside the other circle getInsideArc(final Circle other circle other) Get the arc of the instance that lies inside the other circle.
public double	getOffset(final Point<Sphere2D> point to check point) Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.getOffset. Get the offset (oriented distance) of a point.
public double	Returns: offset of the direction getOffset(final Vector3D direction to check direction) Get the offset (oriented distance) of a direction.
public double	Returns: phase angle of the direction around the circle getPhase(final Vector3D direction for which phase is requested direction) Get the phase angle of a direction.
public Vector3D	Returns: circle point on the sphere getPointAt(final double phase around the circle alpha) Get a circle point from its phase around the circle.
public Vector3D	Returns: pole of the circle getPole() Get the pole of the circle.
public Circle	Returns: a new circle, with orientation opposite to the instance orientation getReverse() Get the reverse of the instance.
public double	getTolerance() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.getTolerance. Get the tolerance below which points are considered to belong to the hyperplane.
public static Transform<Sphere2D, Sphere1D>	Returns: a new transform that can be applied to either `Point`, `Line` or `SubHyperplane` instances getTransform(final Rotation rotation to use rotation) Get a `Transform` embedding a 3D rotation.
public Vector3D	Returns: an arbitrary x axis on the circle getXAxis() Get the X axis of the circle.
public Vector3D	Returns: an arbitrary y axis point on the circle getYAxis() Get the Y axis of the circle.
public Point<Sphere2D>	project(Point<Sphere2D> point to project point) Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.project. Project a point to the hyperplane.
public void	reset(final Vector3D circle pole newPole) Reset the instance as if built from a pole.
public void	revertSelf() Revert the instance.
public boolean	sameOrientationAs(final Hyperplane<Sphere2D> other hyperplane to check against the instance other) Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.sameOrientationAs. Check if the instance has the same orientation as another hyperplane.
public S2Point	toSpace(final Point<Sphere1D> (n-1)-dimension point of the sub-space point) Implements org.apache.commons.math3.geometry.partitioning.Embedding.toSpace. Transform a sub-space point into a space point.
public S1Point	toSubSpace(final Point<Sphere2D> n-dimension point of the space point) Implements org.apache.commons.math3.geometry.partitioning.Embedding.toSubSpace. Transform a space point into a sub-space point.
public SubCircle	wholeHyperplane() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeHyperplane. Build a sub-hyperplane covering the whole hyperplane.
public SphericalPolygonsSet	Returns: a region containing the instance (really a `SphericalPolygonsSet` instance) wholeSpace() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeSpace. Build a region covering the whole space.

Inherited from java.lang.Object:: clone equals finalize getClass hashCode notify notifyAll toString wait wait wait

Field Detail

pole	back to summary
private Vector3D pole Pole or circle center.

tolerance	back to summary
private final double tolerance Tolerance below which close sub-arcs are merged together.

x	back to summary
private Vector3D x First axis in the equator plane, origin of the phase angles.

y	back to summary
private Vector3D y Second axis in the equator plane, in quadrature with respect to x.

Constructor Detail

Circle	back to summary
public Circle(final Vector3D pole, final double tolerance) Build a great circle from its pole. The circle is oriented in the trigonometric direction around pole. Parameters pole:Vector3D circle pole tolerance:double tolerance below which close sub-arcs are merged together

Circle

back to summary

public Circle(final Vector3D pole, final double tolerance)

Build a great circle from its pole.

The circle is oriented in the trigonometric direction around pole.

Parameters

pole:Vector3D: circle pole
tolerance:double: tolerance below which close sub-arcs are merged together

Circle	back to summary
public Circle(final S2Point first, final S2Point second, final double tolerance) Build a great circle from two non-aligned points. The circle is oriented from first to second point using the path smaller than \( \pi \). Parameters first:S2Point first point contained in the great circle second:S2Point second point contained in the great circle tolerance:double tolerance below which close sub-arcs are merged together

Circle

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public Circle(final S2Point first, final S2Point second, final double tolerance)

Build a great circle from two non-aligned points.

The circle is oriented from first to second point using the path smaller than \( \pi \).

Parameters

first:S2Point: first point contained in the great circle
second:S2Point: second point contained in the great circle
tolerance:double: tolerance below which close sub-arcs are merged together

Circle	back to summary
private Circle(final Vector3D pole, final Vector3D x, final Vector3D y, final double tolerance) Build a circle from its internal components. The circle is oriented in the trigonometric direction around center. Parameters pole:Vector3D circle pole x:Vector3D first axis in the equator plane y:Vector3D second axis in the equator plane tolerance:double tolerance below which close sub-arcs are merged together

Circle

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private Circle(final Vector3D pole, final Vector3D x, final Vector3D y, final double tolerance)

Build a circle from its internal components.

The circle is oriented in the trigonometric direction around center.

Parameters

pole:Vector3D: circle pole
x:Vector3D: first axis in the equator plane
y:Vector3D: second axis in the equator plane
tolerance:double: tolerance below which close sub-arcs are merged together

Circle	back to summary
public Circle(final Circle circle) Copy constructor. The created instance is completely independent from the original instance, it is a deep copy. Parameters circle:Circle circle to copy

Circle

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public Circle(final Circle circle)

Copy constructor.

The created instance is completely independent from the original instance, it is a deep copy.

Parameters

circle:Circle: circle to copy

Method Detail

copySelf	back to summary
public Circle copySelf() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.copySelf. Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.copySelf. Copy the instance. The instance created is completely independant of the original one. A deep copy is used, none of the underlying objects are shared (except for immutable objects). Returns:Circle a new hyperplane, copy of the instance

copySelf

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public Circle copySelf()

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.copySelf.

Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.copySelf.

Copy the instance.

The instance created is completely independant of the original one. A deep copy is used, none of the underlying objects are shared (except for immutable objects).

Returns:Circle: a new hyperplane, copy of the instance

getInsideArc	back to summary
public Arc getInsideArc(final Circle other) Get the arc of the instance that lies inside the other circle. Parameters other:Circle other circle Returns:Arc arc of the instance that lies inside the other circle

getInsideArc

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public Arc getInsideArc(final Circle other)

Get the arc of the instance that lies inside the other circle.

Parameters

other:Circle: other circle

Returns:Arc

arc of the instance that lies inside the other circle

getOffset back to summary

getOffset	back to summary
public double getOffset(final Point<Sphere2D> point) Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.getOffset. Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.getOffset. Get the offset (oriented distance) of a point. The offset is 0 if the point is on the underlying hyperplane, it is positive if the point is on one particular side of the hyperplane, and it is negative if the point is on the other side, according to the hyperplane natural orientation. Parameters point:Point<Sphere2D> point to check Returns:double offset of the point See Also `getOffset(Vector3D)`

public double getOffset(final Point<Sphere2D> point)

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.getOffset.

Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.getOffset.

Get the offset (oriented distance) of a point.

The offset is 0 if the point is on the underlying hyperplane, it is positive if the point is on one particular side of the hyperplane, and it is negative if the point is on the other side, according to the hyperplane natural orientation.

Parameters

point:Point<Sphere2D>: point to check

Returns:double

offset of the point

See Also

getOffset(Vector3D)

getOffset back to summary

getOffset	back to summary
public double getOffset(final Vector3D direction) Get the offset (oriented distance) of a direction. The offset is defined as the angular distance between the circle center and the direction minus the circle radius. It is therefore 0 on the circle, positive for directions outside of the cone delimited by the circle, and negative inside the cone. Parameters direction:Vector3D direction to check Returns:double offset of the direction See Also `getOffset(Point)`

public double getOffset(final Vector3D direction)

Get the offset (oriented distance) of a direction.

The offset is defined as the angular distance between the circle center and the direction minus the circle radius. It is therefore 0 on the circle, positive for directions outside of the cone delimited by the circle, and negative inside the cone.

Parameters

direction:Vector3D: direction to check

Returns:double

offset of the direction

See Also

getOffset(Point)

getPhase back to summary

getPhase	back to summary
public double getPhase(final Vector3D direction) Get the phase angle of a direction. The direction may not belong to the circle as the phase is computed for the meridian plane between the circle pole and the direction. Parameters direction:Vector3D direction for which phase is requested Returns:double phase angle of the direction around the circle See Also `toSubSpace(Point)`

public double getPhase(final Vector3D direction)

Get the phase angle of a direction.

The direction may not belong to the circle as the phase is computed for the meridian plane between the circle pole and the direction.

Parameters

direction:Vector3D: direction for which phase is requested

Returns:double

phase angle of the direction around the circle

See Also

toSubSpace(Point)

getPointAt back to summary

getPointAt	back to summary
public Vector3D getPointAt(final double alpha) Get a circle point from its phase around the circle. Parameters alpha:double phase around the circle Returns:Vector3D circle point on the sphere See Also `toSpace(Point)`, `getXAxis()`, `getYAxis()`

public Vector3D getPointAt(final double alpha)

Get a circle point from its phase around the circle.

Parameters

alpha:double: phase around the circle

Returns:Vector3D

circle point on the sphere

getPole back to summary

getPole	back to summary
public Vector3D getPole() Get the pole of the circle. As the circle is a great circle, the pole does not belong to it. Returns:Vector3D pole of the circle See Also `getXAxis()`, `getYAxis()`

public Vector3D getPole()

Get the pole of the circle.

As the circle is a great circle, the pole does not belong to it.

Returns:Vector3D: pole of the circle
See Also: getXAxis(), getYAxis()

getReverse	back to summary
public Circle getReverse() Get the reverse of the instance. Get a circle with reversed orientation with respect to the instance. A new object is built, the instance is untouched. Returns:Circle a new circle, with orientation opposite to the instance orientation

getReverse

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public Circle getReverse()

Get the reverse of the instance.

Get a circle with reversed orientation with respect to the instance. A new object is built, the instance is untouched.

Returns:Circle: a new circle, with orientation opposite to the instance orientation

getTolerance	back to summary
public double getTolerance() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.getTolerance. Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.getTolerance. Get the tolerance below which points are considered to belong to the hyperplane. Returns:double tolerance below which points are considered to belong to the hyperplane

getTolerance

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public double getTolerance()

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.getTolerance.

Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.getTolerance.

Get the tolerance below which points are considered to belong to the hyperplane.

Returns:double: tolerance below which points are considered to belong to the hyperplane

getTransform back to summary

getTransform	back to summary
public static Transform<Sphere2D, Sphere1D> getTransform(final Rotation rotation) Get a `Transform` embedding a 3D rotation. Parameters rotation:Rotation rotation to use Returns:Transform<Sphere2D, Sphere1D> a new transform that can be applied to either `Point`, `Line` or `SubHyperplane` instances

public static Transform<Sphere2D, Sphere1D> getTransform(final Rotation rotation)

Get a Transform embedding a 3D rotation.

Parameters

rotation:Rotation: rotation to use

Returns:Transform<Sphere2D, Sphere1D>

a new transform that can be applied to either Point, Line or SubHyperplane instances

getXAxis back to summary

getXAxis	back to summary
public Vector3D getXAxis() Get the X axis of the circle. This method returns the same value as `getPointAt(0.0)` but it does not do any computation and always return the same instance. Returns:Vector3D an arbitrary x axis on the circle See Also `getPointAt(double)`, `getYAxis()`, `getPole()`

public Vector3D getXAxis()

Get the X axis of the circle.

This method returns the same value as getPointAt(0.0) but it does not do any computation and always return the same instance.

Returns:Vector3D: an arbitrary x axis on the circle
See Also: getPointAt(double), getYAxis(), getPole()

getYAxis back to summary

getYAxis	back to summary
public Vector3D getYAxis() Get the Y axis of the circle. This method returns the same value as `getPointAt(0.5 * FastMath.PI)` but it does not do any computation and always return the same instance. Returns:Vector3D an arbitrary y axis point on the circle See Also `getPointAt(double)`, `getXAxis()`, `getPole()`

public Vector3D getYAxis()

Get the Y axis of the circle.

This method returns the same value as getPointAt(0.5 * FastMath.PI) but it does not do any computation and always return the same instance.

Returns:Vector3D: an arbitrary y axis point on the circle
See Also: getPointAt(double), getXAxis(), getPole()

project	back to summary
public Point<Sphere2D> project(Point<Sphere2D> point) Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.project. Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.project. Project a point to the hyperplane. Parameters point:Point<Sphere2D> point to project Returns:Point<Sphere2D> projected point

project

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public Point<Sphere2D> project(Point<Sphere2D> point)

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.project.

Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.project.

Project a point to the hyperplane.

Parameters

point:Point<Sphere2D>: point to project

Returns:Point<Sphere2D>

projected point

reset	back to summary
public void reset(final Vector3D newPole) Reset the instance as if built from a pole. The circle is oriented in the trigonometric direction around pole. Parameters newPole:Vector3D circle pole

reset

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public void reset(final Vector3D newPole)

Reset the instance as if built from a pole.

The circle is oriented in the trigonometric direction around pole.

Parameters

newPole:Vector3D: circle pole

revertSelf	back to summary
public void revertSelf() Revert the instance.

sameOrientationAs	back to summary
public boolean sameOrientationAs(final Hyperplane<Sphere2D> other) Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.sameOrientationAs. Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.sameOrientationAs. Check if the instance has the same orientation as another hyperplane. This method is expected to be called on parallel hyperplanes. The method should not re-check for parallelism, only for orientation, typically by testing something like the sign of the dot-products of normals. Parameters other:Hyperplane<Sphere2D> other hyperplane to check against the instance Returns:boolean true if the instance and the other hyperplane have the same orientation

sameOrientationAs

back to summary

public boolean sameOrientationAs(final Hyperplane<Sphere2D> other)

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.sameOrientationAs.

Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.sameOrientationAs.

Check if the instance has the same orientation as another hyperplane.

This method is expected to be called on parallel hyperplanes. The method should not re-check for parallelism, only for orientation, typically by testing something like the sign of the dot-products of normals.

Parameters

other:Hyperplane<Sphere2D>: other hyperplane to check against the instance

Returns:boolean

true if the instance and the other hyperplane have the same orientation

toSpace back to summary

toSpace	back to summary
public S2Point toSpace(final Point<Sphere1D> point) Implements org.apache.commons.math3.geometry.partitioning.Embedding.toSpace. Doc from org.apache.commons.math3.geometry.partitioning.Embedding.toSpace. Transform a sub-space point into a space point. Parameters point:Point<Sphere1D> (n-1)-dimension point of the sub-space Returns:S2Point n-dimension point of the space corresponding to the specified sub-space point See Also `getPointAt(double)`

public S2Point toSpace(final Point<Sphere1D> point)

Implements org.apache.commons.math3.geometry.partitioning.Embedding.toSpace.

Doc from org.apache.commons.math3.geometry.partitioning.Embedding.toSpace.

Transform a sub-space point into a space point.

Parameters

point:Point<Sphere1D>: (n-1)-dimension point of the sub-space

Returns:S2Point

n-dimension point of the space corresponding to the specified sub-space point

See Also

getPointAt(double)

toSubSpace back to summary

toSubSpace	back to summary
public S1Point toSubSpace(final Point<Sphere2D> point) Implements org.apache.commons.math3.geometry.partitioning.Embedding.toSubSpace. Doc from org.apache.commons.math3.geometry.partitioning.Embedding.toSubSpace. Transform a space point into a sub-space point. Parameters point:Point<Sphere2D> n-dimension point of the space Returns:S1Point (n-1)-dimension point of the sub-space corresponding to the specified space point See Also `getPhase(Vector3D)`

public S1Point toSubSpace(final Point<Sphere2D> point)

Implements org.apache.commons.math3.geometry.partitioning.Embedding.toSubSpace.

Doc from org.apache.commons.math3.geometry.partitioning.Embedding.toSubSpace.

Transform a space point into a sub-space point.

Parameters

point:Point<Sphere2D>: n-dimension point of the space

Returns:S1Point

(n-1)-dimension point of the sub-space corresponding to the specified space point

See Also

getPhase(Vector3D)

wholeHyperplane	back to summary
public SubCircle wholeHyperplane() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeHyperplane. Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeHyperplane. Build a sub-hyperplane covering the whole hyperplane. Returns:SubCircle a sub-hyperplane covering the whole hyperplane

wholeHyperplane

back to summary

public SubCircle wholeHyperplane()

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeHyperplane.

Doc from org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeHyperplane.

Build a sub-hyperplane covering the whole hyperplane.

Returns:SubCircle: a sub-hyperplane covering the whole hyperplane

wholeSpace back to summary

wholeSpace	back to summary
public SphericalPolygonsSet wholeSpace() Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeSpace. Build a region covering the whole space. Returns:SphericalPolygonsSet a region containing the instance (really a `SphericalPolygonsSet` instance)

public SphericalPolygonsSet wholeSpace()

Implements org.apache.commons.math3.geometry.partitioning.Hyperplane.wholeSpace.

Build a region covering the whole space.

Returns:SphericalPolygonsSet: a region containing the instance (really a SphericalPolygonsSet instance)

org.apache.commons.math3.geometry.spherical.twod back to summary

private Class Circle.CircleTransform

Class Inheritance

extends Object
implements Transform<Sphere2D, Sphere1D>

java.lang.Object
org.apache.commons.math3.geometry.spherical.twod.Circle.CircleTransform

All Implemented Interfaces

org.apache.commons.math3.geometry.partitioning.Transform

Class embedding a 3D rotation.

Field Summary

Modifier and Type	Field and Description
private final Rotation	rotation Underlying rotation.

Constructor Summary

Access	Constructor and Description
pack-priv	CircleTransform(final Rotation rotation to use rotation) Build a transform from a `Rotation`.

Method Summary

Modifier and Type	Method and Description
public S2Point	apply(final Point<Sphere2D> point to transform point) Implements org.apache.commons.math3.geometry.partitioning.Transform.apply. Transform a point of a space.
public Circle	apply(final Hyperplane<Sphere2D> hyperplane to transform hyperplane) Implements org.apache.commons.math3.geometry.partitioning.Transform.apply. Transform an hyperplane of a space.
public SubHyperplane<Sphere1D>	apply(final SubHyperplane<Sphere1D> sub-hyperplane to transform sub, final Hyperplane<Sphere2D> hyperplane in which the sub-hyperplane is defined (this is the original hyperplane, the transform has not been applied to it) original, final Hyperplane<Sphere2D> hyperplane in which the sub-hyperplane is defined (this is the transformed hyperplane, the transform has been applied to it) transformed) Implements org.apache.commons.math3.geometry.partitioning.Transform.apply. Transform a sub-hyperplane embedded in an hyperplane.

Inherited from java.lang.Object:: clone equals finalize getClass hashCode notify notifyAll toString wait wait wait

Field Detail

rotation	back to summary
private final Rotation rotation Underlying rotation.

Constructor Detail

CircleTransform back to summary

CircleTransform	back to summary
pack-priv CircleTransform(final Rotation rotation) Build a transform from a `Rotation`. Parameters rotation:Rotation rotation to use

pack-priv CircleTransform(final Rotation rotation)

Build a transform from a Rotation.

Parameters

rotation:Rotation: rotation to use

Method Detail

apply	back to summary
public S2Point apply(final Point<Sphere2D> point) Implements org.apache.commons.math3.geometry.partitioning.Transform.apply. Doc from org.apache.commons.math3.geometry.partitioning.Transform.apply. Transform a point of a space. Parameters point:Point<Sphere2D> point to transform Returns:S2Point a new object representing the transformed point

apply

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public S2Point apply(final Point<Sphere2D> point)

Implements org.apache.commons.math3.geometry.partitioning.Transform.apply.

Doc from org.apache.commons.math3.geometry.partitioning.Transform.apply.

Transform a point of a space.

Parameters

point:Point<Sphere2D>: point to transform

Returns:S2Point

a new object representing the transformed point

apply	back to summary
public Circle apply(final Hyperplane<Sphere2D> hyperplane) Implements org.apache.commons.math3.geometry.partitioning.Transform.apply. Doc from org.apache.commons.math3.geometry.partitioning.Transform.apply. Transform an hyperplane of a space. Parameters hyperplane:Hyperplane<Sphere2D> hyperplane to transform Returns:Circle a new object representing the transformed hyperplane

apply

back to summary

public Circle apply(final Hyperplane<Sphere2D> hyperplane)

Implements org.apache.commons.math3.geometry.partitioning.Transform.apply.

Doc from org.apache.commons.math3.geometry.partitioning.Transform.apply.

Transform an hyperplane of a space.

Parameters

hyperplane:Hyperplane<Sphere2D>: hyperplane to transform

Returns:Circle

a new object representing the transformed hyperplane

apply	back to summary
public SubHyperplane<Sphere1D> apply(final SubHyperplane<Sphere1D> sub, final Hyperplane<Sphere2D> original, final Hyperplane<Sphere2D> transformed) Implements org.apache.commons.math3.geometry.partitioning.Transform.apply. Doc from org.apache.commons.math3.geometry.partitioning.Transform.apply. Transform a sub-hyperplane embedded in an hyperplane. Parameters sub:SubHyperplane<Sphere1D> sub-hyperplane to transform original:Hyperplane<Sphere2D> hyperplane in which the sub-hyperplane is defined (this is the original hyperplane, the transform has not been applied to it) transformed:Hyperplane<Sphere2D> hyperplane in which the sub-hyperplane is defined (this is the transformed hyperplane, the transform has been applied to it) Returns:SubHyperplane<Sphere1D> a new object representing the transformed sub-hyperplane

apply

back to summary

public SubHyperplane<Sphere1D> apply(final SubHyperplane<Sphere1D> sub, final Hyperplane<Sphere2D> original, final Hyperplane<Sphere2D> transformed)

Implements org.apache.commons.math3.geometry.partitioning.Transform.apply.

Doc from org.apache.commons.math3.geometry.partitioning.Transform.apply.

Transform a sub-hyperplane embedded in an hyperplane.

Parameters

sub:SubHyperplane<Sphere1D>: sub-hyperplane to transform
original:Hyperplane<Sphere2D>: hyperplane in which the sub-hyperplane is defined (this is the original hyperplane, the transform has not been applied to it)
transformed:Hyperplane<Sphere2D>: hyperplane in which the sub-hyperplane is defined (this is the transformed hyperplane, the transform has been applied to it)

Returns:SubHyperplane<Sphere1D>

a new object representing the transformed sub-hyperplane

public Class Circle

Nested and Inner Type Summary

Field Summary

Constructor Summary

Method Summary

Field Detail

Constructor Detail

Method Detail

private Class Circle.CircleTransform

Field Summary

Constructor Summary

Method Summary

Field Detail

Constructor Detail

Method Detail