at.mug.iqm.img.bundle.op

Class IqmOpFracIFS

java.lang.Object

at.mug.iqm.api.operator.AbstractOperator

at.mug.iqm.img.bundle.op.IqmOpFracIFS

All Implemented Interfaces:

IProgressEmitter, ICancelable, IOperator

public class IqmOpFracIFS
extends AbstractOperator

Some code is adapted from: THE NONLINEAR WORKBOOK Chaos, Fractals, Cellular Automata, Neural Networks, Genetic Algorithms, Gene Expression Programming, Support Vector Machine, Wavelets, Hidden Markov Models, Fuzzy Logic with C++, Java and SymbolicC++ Programs(4th Edition) by Willi-Hans Steeb (University of Johannesburg, South Africa) see http://www.worldscibooks.com/chaos/6883.html

Since:

2009 10

Author:

Ahammer, Kainz

Field Summary

Fields inherited from class at.mug.iqm.api.operator.AbstractOperator

isCancelable, name, parentTask, pcs, type

Constructor Summary

Constructors

Constructor and Description
IqmOpFracIFS()

Method Summary

Modifier and Type	Method and Description
void	dragonr(Graphics g, int scaling, int x1, int y1, int x2, int y2, int x3, int y3, int n) This method draws the Heighway's Dragon This is adapted from the Nonlinear Workbook
String	getName()
OperatorType	getType()
int	power(int a, int n) Helper routine to calculate a to the power of n
IResult	run(IWorkPackage wp)

Methods inherited from class at.mug.iqm.api.operator.AbstractOperator

addProgressListener, fireProgressChanged, getParentTask, getPcs, getProgressListeners, initializeOperator, isCancelable, isCancelled, setCancelable, setParentTask

Methods inherited from class java.lang.Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Constructor Detail

IqmOpFracIFS

public IqmOpFracIFS()

Method Detail

power

public int power(int a,
                 int n)

Helper routine to calculate a to the power of n

Parameters:

a -

n -

Returns:

the power of n

dragonr

public void dragonr(Graphics g,
                    int scaling,
                    int x1,
                    int y1,
                    int x2,
                    int y2,
                    int x3,
                    int y3,
                    int n)

This method draws the Heighway's Dragon This is adapted from the Nonlinear Workbook

Parameters:

g -

scaling -

x1 -

y1 -

x2 -

y2 -

x3 -

y3 -

n -

run

public IResult run(IWorkPackage wp)

Specified by:

run in interface IOperator

Specified by:

run in class AbstractOperator

getName

public String getName()

Specified by:

getName in interface IOperator

Specified by:

getName in class AbstractOperator

getType

public OperatorType getType()

Specified by:

getType in interface IOperator

Specified by:

getType in class AbstractOperator