Uses of Class
treebolic.core.Complex

Packages that use Complex

treebolic.control
treebolic.core
treebolic.model
treebolic.view

Uses of Complex in treebolic.control

Fields in treebolic.control declared as Complex

private Complex	MouseAdapter.theDragEnd Drag end point
private Complex	MouseAdapter.theDragStart Drag starting point

Methods in treebolic.control that return Complex

Complex

Controller.viewToUnitCircle(java.awt.Point thisPoint) Convert view space to unit circle

Methods in treebolic.control with parameters of type Complex

private boolean

Commander.changeOrientation(Complex thisOrientation) Change orientation

Uses of Complex in treebolic.core

Subclasses of Complex in treebolic.core

class	HyperRotation Rotation in hyperbolic space
class	HyperTranslation Translation

Fields in treebolic.core declared as Complex

Complex	EuclidianLocation.center Center in (Euclidian space) unit circle
Complex	HyperLocation.center Center as mapped by current transform
Complex	HyperLocation.center0 Center as computed by initial layout
static Complex	Complex.EAST East orientation
Complex	Arc.from from-end
static Complex	Complex.NORTH North orientation
static Complex	Complex.ONE One
static Complex	Complex.SOUTH South orientation
protected static Complex	AbstractLayerOut.theDefaultOrientation Default orientation
private Complex	HyperOptimizedTransform.theInverseRot Precomputed 1/theta
protected Complex	AbstractLayerOut.theRootOrientation Root orientation
private Complex	HyperOptimizedTransform.theXlatConj Precomputed ~p
private Complex	HyperOptimizedTransform.theXlatOntheRot Precomputed p/theta
Complex	Arc.to to-end
static Complex	Complex.WEST West orientation
static Complex	Complex.ZERO Zero

Methods in treebolic.core that return Complex

Complex	Complex.add(Complex z) Add complex z to this complex
Complex	Complex.add(Complex z1, Complex z2) Set this complex to z1+z2
Complex	Complex.conj() Conjugate of this complex
Complex	Complex.conj(Complex z) Conjugate of z
Complex	Complex.div(Complex z) Division of this complex by z
Complex	Complex.div(Complex z1, Complex z2) Division
Complex	Complex.divide(Complex z, double d) Divide complex by double
Complex	Complex.divide(double d) Divide this complex by double
static Complex	XMath.e2h(Complex e) Map Euclidian space to Hyperbolic space
Complex	AbstractLayerOut.getOrientation() Get layout orientation
static Complex	XMath.h2e(Complex h) Map Hyperbolic space to Euclidian space
static Complex	Complex.makeFromArg(double thisArg) Construct complex of magnitude 1 from argument re = cos(arg) im = sin(arg)
static Complex	Complex.makeFromArgAbs(double thisArg, double thisMag) Construct complex from argument and mag re = cos(arg) im = sin(arg)
Complex	HyperOptimizedTransform.map(Complex z)
Complex	HyperRotation.map(Complex z) Rotate point
Complex	HyperTransform.map(Complex z)
Complex	HyperTranslation.map(Complex z) Map point
Complex	IHyperTransform.map(Complex z) Map point in hyperbolic space
static Complex	HyperRotation.map(Complex z, Complex thisAngle) Rotate point
static Complex	HyperTranslation.map(Complex z, Complex p) Map point by translation expressed as point
static Complex	HyperTranslation.map2(Complex z, Complex p1, Complex p2) Double-map point by translations expressed as points
Complex	HyperTranslation.mapinv(Complex z) Map point by this translation's inverse
static Complex	HyperTranslation.mapinv(Complex z, Complex p) Map point by inverse of translation expressed as point
Complex	Complex.mul(Complex z) Multiplication of this complex by z
Complex	Complex.mul(Complex a, Complex b) Multiplication
Complex	Complex.multiply(Complex z, double m) Multiply complex by double
Complex	Complex.multiply(double m) Multiply this complex by double
Complex	Complex.neg() Negation of this complex
Complex	Complex.neg(Complex z) Negation of complex z
Complex	Complex.normalize() Map to magnitude one complex
Complex	Complex.onediv() Inverse of this complex
Complex	Complex.set(Complex z) Set complex to value of another complex, no new complex object is created
Complex	Complex.set(double x, double y) Set complex to values of real and imaginary parts no new complex object is created
Complex	Complex.sub(Complex z) Substract complex z from this complex
Complex	Complex.sub(Complex z1, Complex z2) Set this complex to z1-z2
Complex	HyperRotation.toComplex() Convert to complex expressing rotation as cartesian value relative to (0,0) origin and x-axis
Complex	HyperTranslation.toComplex() Convert to cartesian representation of translation as point relative to 0,0

Methods in treebolic.core with parameters of type Complex

Complex	Complex.add(Complex z) Add complex z to this complex
Complex	Complex.add(Complex z1, Complex z2) Set this complex to z1+z2
private double	LayerOut.computeOrientation(Complex thisParentCenter, Complex thisCenter, double thisOrientation) Compute orientation
Complex	Complex.conj(Complex z) Conjugate of z
Complex	Complex.div(Complex z) Division of this complex by z
Complex	Complex.div(Complex z1, Complex z2) Division
Complex	Complex.divide(Complex z, double d) Divide complex by double
static Complex	XMath.e2h(Complex e) Map Euclidian space to Hyperbolic space
boolean	Complex.equals(Complex z) Complex equality
static double	EuclidianLocation.getDistance(Complex z1, Complex z2) Get Euclidian distance
static double	EuclidianLocation.getDistanceSquare(Complex z1, Complex z2) Get squared Euclidian distance
static double	HyperLocation.getHyperDistance(Complex z1, Complex z2) Distance between 2 points
static Complex	XMath.h2e(Complex h) Map Hyperbolic space to Euclidian space
abstract void	AbstractLayerOut.layout(INode thisNode, Complex thisCenter, double thisHalfWedge, double thisOrientation) Do layout
void	LayerOut.layout(INode thisNode, Complex thisCenter, double thisHalfWedge, double thisOrientation)
HyperTransform	Transformer.makeTransform(Complex from, Complex to, Complex thisOrientation) Make transform
Complex	HyperOptimizedTransform.map(Complex z)
Complex	HyperRotation.map(Complex z) Rotate point
Complex	HyperTransform.map(Complex z)
Complex	HyperTranslation.map(Complex z) Map point
Complex	IHyperTransform.map(Complex z) Map point in hyperbolic space
static Complex	HyperRotation.map(Complex z, Complex thisAngle) Rotate point
static Complex	HyperTranslation.map(Complex z, Complex p) Map point by translation expressed as point
static Complex	HyperTranslation.map2(Complex z, Complex p1, Complex p2) Double-map point by translations expressed as points
Complex	HyperTranslation.mapinv(Complex z) Map point by this translation's inverse
static Complex	HyperTranslation.mapinv(Complex z, Complex p) Map point by inverse of translation expressed as point
Complex	Complex.mul(Complex z) Multiplication of this complex by z
Complex	Complex.mul(Complex a, Complex b) Multiplication
Complex	Complex.multiply(Complex z, double m) Multiply complex by double
Complex	Complex.neg(Complex z) Negation of complex z
Complex	Complex.set(Complex z) Set complex to value of another complex, no new complex object is created
void	HyperLocation.set(Complex o, double r) Set hypercircle data
void	AbstractLayerOut.setOrientation(Complex thisOrientation) Set layout orientation
Complex	Complex.sub(Complex z) Substract complex z from this complex
Complex	Complex.sub(Complex z1, Complex z2) Set this complex to z1-z2

Constructors in treebolic.core with parameters of type Complex

Arc(Complex z1, Complex z2)
Construct segment of hyperbolic circle, which connects z1 and z2

Complex(Complex z)
Copy constructor

HyperOrientationPreservingTransform(Complex from, Complex to, Complex thisOrientation)
Construct orientation-preserving hyperbolic transform which translates from-point to to-point while preserving given orientation

HyperRadialOrientationPreservingTransform(Complex from, Complex to, Complex thisRoot)

HyperRotation(Complex z)
Constructor from rotation expressed in cartesian value relative to (0,0) origin and x-axis

HyperTransform(Complex p, Complex r)
Constructor from translation vector and rotation angle

HyperTranslation(Complex p)
Constructor from point, cartesian representation of translation (relative to 0,0 origin)

HyperTranslation(Complex from, Complex to)
Construct tranlation from source point and destination points

HyperTranslation(Complex from, Complex to, boolean dummy)
Constructor of hyperbolic translation which maps 'from' to 0,0 and 0,0 to 'to'

Uses of Complex in treebolic.model

Methods in treebolic.model with parameters of type Complex

INode

Tree.findNodeAt(INode thisStart, Complex thisLocation) Find node nearest to location

Uses of Complex in treebolic.view

Methods in treebolic.view that return Complex

Complex	View.viewToUnitCircle(int vx, int vy) Convert from view coordinates to unit circle euclidian coordinates
Complex	Mapper.viewToUnitCircle(int vx, int vy, java.awt.Dimension thisSize) Convert view coordinates to unit circle coordinates

Methods in treebolic.view with parameters of type Complex

private void	View.animate(Complex thisFrom, Complex thisTo, boolean now) Animate tree.
void	View.animateTo(INode thisNode, Complex thisDestination, boolean now) Animate node to destination location
void	View.composeRotate(Complex thisStart, Complex thisEnd) Compose delta rotation
void	View.composeTranslate(Complex thisStart, Complex thisEnd) Compose delta translation
private void	Painter.drawArc(Complex z1, Complex z2, java.lang.String thisLabel, java.awt.Image thisImage, int thisStyle, java.awt.geom.Rectangle2D thisFromBox, java.awt.geom.Rectangle2D thisToBox, boolean isBorder) Draw geodesic arc from z1 to z2 which models line from z1 to z2
static Animation	Animation.make(Complex thisFrom, Complex thisTo, Transformer thisTransformer, Complex thisOrientation, int theseSteps) Constructor
private static java.util.Vector<HyperTransform>	Animation.makeTransform1(Complex thisFrom, Complex thisTo, Transformer thisTransformer, Complex thisOrientation) Make animation with one transform only
private static java.util.List<HyperTransform>	Animation.makeTransforms(Complex thisFrom, Complex thisTo, Transformer thisTransformer, Complex thisOrientation, int theseSteps) Make sequence of transforms
void	View.moveTo(INode thisNode, Complex thisDestination) Translate node to point
private void	View.translate(Complex thisStart, Complex thisEnd) Translate tree according to vector