Uses of Class
marytts.util.math.ComplexNumber

Packages that use ComplexNumber

Package	Description
marytts.signalproc.sinusoidal.hntm.analysis	Analysis package for harmonics plus noise speech models.
marytts.util.math	Various relatively generic utilities for maths.

Uses of ComplexNumber in marytts.signalproc.sinusoidal.hntm.analysis

Fields in marytts.signalproc.sinusoidal.hntm.analysis declared as ComplexNumber

Modifier and Type	Field and Description
ComplexNumber[]	FrameHarmonicPart.complexAmps

Methods in marytts.signalproc.sinusoidal.hntm.analysis that return ComplexNumber

Modifier and Type	Method and Description
ComplexNumber[]	HntmAnalyzer.estimateComplexAmplitudes(double[] s, double[] wgt, double f0InHz, int L, double samplingRateInHz, int lastCorrelatedHarmonicNeighbour)
ComplexNumber[]	HntmAnalyzer.estimateComplexAmplitudesJampack(double[] frm, double[] wgt, double f0InHz, int L, double samplingRateInHz, int lastCorrelatedHarmonicNeighbour)
ComplexNumber[]	HntmAnalyzer.estimateComplexAmplitudesPeakPicking(double[] windowedFrm, int spectralEnvelopeType, boolean isVoiced, float f0, float maximumFreqOfVoicingInHz, boolean bEstimateHNMVoicing, SinusoidalAnalysisParams params)
ComplexNumber[]	HntmAnalyzer.estimateComplexAmplitudesSplitOptimization(double[] x, double[] w, double f0InHz, int L, double samplingRateInHz)
ComplexNumber[]	HntmAnalyzer.estimateComplexAmplitudesTD(double[] x, double f0InHz, int L, double samplingRateInHz)
ComplexNumber[]	HntmAnalyzer.estimateComplexAmplitudesUncorrelated(double[] frm, double[] wgtSquared, int L, double f0InHz, double samplingRateInHz)

Uses of ComplexNumber in marytts.util.math

Methods in marytts.util.math that return ComplexNumber

Modifier and Type	Method and Description
static ComplexNumber	MathUtils.addComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.addComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.addComplex(double yReal, double yImag, ComplexNumber x)
static ComplexNumber	MathUtils.addComplex(double xReal, double xImag, double yReal, double yImag)
static ComplexNumber	MathUtils.ampPhase2ComplexNumber(double amp, double phaseInRadians)
static ComplexNumber	MathUtils.complexConjugate(ComplexNumber x)
static ComplexNumber	MathUtils.complexConjugate(double xReal, double xImag)
static ComplexNumber	MathUtils.complexNumber(double r, double theta)
static ComplexNumber[]	ArrayUtils.copy(ComplexNumber[] orig)
static ComplexNumber[][]	MathUtils.diagonalComplexMatrix(double[] diag)
static ComplexNumber	MathUtils.divide(ComplexNumber x1, double x2)
static ComplexNumber	MathUtils.divide(double x1, ComplexNumber x2)
static ComplexNumber	MathUtils.divideComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.divideComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.divideComplex(double yReal, double yImag, ComplexNumber x)
static ComplexNumber	MathUtils.divideComplex(double xReal, double xImag, double yReal, double yImag)
ComplexNumber	ComplexArray.get(int index)
static ComplexNumber[][]	MathUtils.hermitianTranspoze(ComplexNumber[][] x)
static ComplexNumber[]	MathUtils.interpolate(ComplexNumber[] x, int newLength)
static ComplexNumber[]	MathUtils.inverse(ComplexNumber[] x)
static ComplexNumber[][]	MathUtils.inverse(ComplexNumber[][] matrix)
static ComplexNumber[]	MathUtils.levinson(ComplexNumber[] r, ComplexNumber[] c)
static ComplexNumber[]	MathUtils.matrixProduct(ComplexNumber[][] x, ComplexNumber[] y)
static ComplexNumber[][]	MathUtils.matrixProduct(ComplexNumber[][] x, ComplexNumber[][] y)
static ComplexNumber[]	MathUtils.matrixProduct(ComplexNumber[][] x, double[] y)
static ComplexNumber[][]	MathUtils.matrixProduct(ComplexNumber[] x, ComplexNumber[][] y)
static ComplexNumber	MathUtils.multiply(double x1, ComplexNumber x2)
static ComplexNumber[]	MathUtils.multiplyComplex(ComplexNumber[] a, double b)
static ComplexNumber	MathUtils.multiplyComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.multiplyComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.multiplyComplex(double yReal, double yImag, ComplexNumber x)
static ComplexNumber	MathUtils.multiplyComplex(double xReal, double xImag, double yReal, double yImag)
static ComplexNumber[]	MathUtils.polar2complex(double[] amps, double[] phasesInRadian)
static ComplexNumber[]	MathUtils.polar2complex(double[] amps, float[] phasesInRadian)
static ComplexNumber	MathUtils.subtractComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.subtractComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.subtractComplex(double yReal, double yImag, ComplexNumber x)
static ComplexNumber	MathUtils.subtractComplex(double xReal, double xImag, double yReal, double yImag)
static ComplexNumber[][]	MathUtils.transpoze(ComplexNumber[][] x)

Methods in marytts.util.math with parameters of type ComplexNumber

Modifier and Type	Method and Description
static double[]	MathUtils.abs(ComplexNumber[] x)
static ComplexNumber	MathUtils.addComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.addComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.addComplex(double yReal, double yImag, ComplexNumber x)
static ComplexNumber	MathUtils.complexConjugate(ComplexNumber x)
static ComplexNumber[]	ArrayUtils.copy(ComplexNumber[] orig)
static ComplexNumber	MathUtils.divide(ComplexNumber x1, double x2)
static ComplexNumber	MathUtils.divide(double x1, ComplexNumber x2)
static ComplexNumber	MathUtils.divideComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.divideComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.divideComplex(double yReal, double yImag, ComplexNumber x)
static ComplexNumber[][]	MathUtils.hermitianTranspoze(ComplexNumber[][] x)
static ComplexNumber[]	MathUtils.interpolate(ComplexNumber[] x, int newLength)
static ComplexNumber[]	MathUtils.inverse(ComplexNumber[] x)
static ComplexNumber[][]	MathUtils.inverse(ComplexNumber[][] matrix)
static void	MathUtils.inverseInPlace(ComplexNumber[][] matrix)
static ComplexNumber[]	MathUtils.levinson(ComplexNumber[] r, ComplexNumber[] c)
static ComplexNumber[]	MathUtils.levinson(ComplexNumber[] r, ComplexNumber[] c)
static void	MathUtils.luDecompose(ComplexNumber[][] a, int n, int[] indx, ComplexNumber[] d)
static void	MathUtils.luDecompose(ComplexNumber[][] a, int n, int[] indx, ComplexNumber[] d)
static void	MathUtils.luSubstitute(ComplexNumber[][] a, int[] indx, ComplexNumber[] b)
static void	MathUtils.luSubstitute(ComplexNumber[][] a, int[] indx, ComplexNumber[] b)
static double	MathUtils.magnitudeComplex(ComplexNumber x)
static double[]	MathUtils.magnitudeComplex(ComplexNumber[] xs)
static double	MathUtils.magnitudeComplexSquared(ComplexNumber x)
static ComplexNumber[]	MathUtils.matrixProduct(ComplexNumber[][] x, ComplexNumber[] y)
static ComplexNumber[]	MathUtils.matrixProduct(ComplexNumber[][] x, ComplexNumber[] y)
static ComplexNumber[][]	MathUtils.matrixProduct(ComplexNumber[][] x, ComplexNumber[][] y)
static ComplexNumber[][]	MathUtils.matrixProduct(ComplexNumber[][] x, ComplexNumber[][] y)
static ComplexNumber[]	MathUtils.matrixProduct(ComplexNumber[][] x, double[] y)
static ComplexNumber[][]	MathUtils.matrixProduct(ComplexNumber[] x, ComplexNumber[][] y)
static ComplexNumber[][]	MathUtils.matrixProduct(ComplexNumber[] x, ComplexNumber[][] y)
static ComplexNumber	MathUtils.multiply(double x1, ComplexNumber x2)
static ComplexNumber[]	MathUtils.multiplyComplex(ComplexNumber[] a, double b)
static ComplexNumber	MathUtils.multiplyComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.multiplyComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.multiplyComplex(double yReal, double yImag, ComplexNumber x)
static double	MathUtils.phaseInRadians(ComplexNumber x)
static double[]	MathUtils.phaseInRadians(ComplexNumber[] xs)
static float	MathUtils.phaseInRadiansFloat(ComplexNumber x)
static float[]	MathUtils.phaseInRadiansFloat(ComplexNumber[] xs)
static ComplexNumber	MathUtils.subtractComplex(ComplexNumber x1, ComplexNumber x2)
static ComplexNumber	MathUtils.subtractComplex(ComplexNumber x, double yReal, double yImag)
static ComplexNumber	MathUtils.subtractComplex(double yReal, double yImag, ComplexNumber x)
static String	MathUtils.toString(ComplexNumber[][] array)
static String[]	MathUtils.toStringLines(ComplexNumber[] x)
static ComplexNumber[][]	MathUtils.transpoze(ComplexNumber[][] x)

Constructors in marytts.util.math with parameters of type ComplexNumber

Constructor and Description
ComplexNumber(ComplexNumber c)