A C D F G I J M R S T Y

C

calculateColor(int) - Method in interface infpp.fractal.Colorizer
Calculates a Color given the number of required iterations at a point in a fractal.
calculateColor(int) - Method in class infpp.fractal.DiscreteColorizer
Returns convergenceColor or divergenceColor depending on the given number of required iterations.
calculateColor(int) - Method in class infpp.fractal.FireColorizer
 
calculateColor(int) - Method in class infpp.fractal.GrayScaleColorizer
Calculates a shade of gray from the given number of required iterations at a point in a fractal and the maximum number of iterations given to the constructor.
calculateColor(int) - Method in class infpp.fractal.SabrinasColorizer
 
calculateColor(int) - Method in class infpp.fractal.YellowBlueColorizer
 
calculateComplexFromScreenCoordinates(int, int) - Method in class infpp.fractal.DoublePrecisionFractalGenerator
 
calculateComplexFromScreenCoordinates(int, int) - Method in interface infpp.fractal.FractalGenerator
Calculates the point on the complex plane that corresponds to the given pixel.
calculateNumberOfIterationsAtComplex(Complex) - Method in class infpp.fractal.ThreadedDoublePrecisionFractalGenerator
Performs the actual calculation of the number of required iterations to determine divergence of a certain sequence defined using the specified complex number.
calculateNumberOfIterationsAtComplex(Complex) - Method in class infpp.fractal.ThreadedDoublePrecisionJuliaGenerator
Calculates the number of required iterations to determine the divergence of the sequence of points obtained by the recursion zn + 1 = (zn)2 + c where c is the point passed to the setDefiningPoint method and is constant during the calculation of the fractal and z1 is a point determined by screen coordinates.
calculateNumberOfIterationsAtComplex(Complex) - Method in class infpp.fractal.ThreadedDoublePrecisionMandelbrotGenerator
Calculates the number of required iterations to determine the divergence of the sequence of points obtained by the recursion z1 := 1, zn + 1 = (zn)2 + c where c is the specified complex number.
Colorizer - Interface in infpp.fractal
The Colorizer interface provides an interface to colorizer objects, which are used to colorize fractals.
Complex - Class in infpp.fractal
The Complex class models a complex number.
Complex(double, double) - Constructor for class infpp.fractal.Complex
Constructs a new Complex from two doubles.
Complex(Complex) - Constructor for class infpp.fractal.Complex
Constructs a new Complex from a given Complex.

A C D F G I J M R S T Y