Uses of Class
org.drip.quant.fourier.ComplexNumber

Packages that use ComplexNumber

Package	Description
org.drip.quant.fourier

Uses of ComplexNumber in org.drip.quant.fourier

Methods in org.drip.quant.fourier that return ComplexNumber

Modifier and Type	Method and Description
static ComplexNumber	ComplexNumber.Add(ComplexNumber cn1, ComplexNumber cn2) Add the 2 Complex Numbers
static ComplexNumber	ComplexNumber.Divide(ComplexNumber cnNumerator, ComplexNumber cnDenominator) Divide the Numerator Complex Number by the Denominator
static ComplexNumber	ComplexNumber.Exponentiate(ComplexNumber cn) Exponentiate the Complex Number
static ComplexNumber	ComplexNumber.Logarithm(ComplexNumber cn) Compute Logarithm of the Complex Number
static ComplexNumber	ComplexNumber.Multiply(ComplexNumber cn1, ComplexNumber cn2) Multiply the 2 Complex Numbers
static ComplexNumber	PhaseAdjuster.PowerLogPhaseTracker(ComplexNumber cnGNumerator, ComplexNumber cnGDenominator, int iN, int iM) Handling the Branch Switching of the Complex Power Function according Kahl-Jackel algorithm: - http://www.pjaeckel.webspace.virginmedia.com/NotSoComplexLogarithmsInTheHestonModel.pdf
static ComplexNumber	ComplexNumber.Scale(ComplexNumber cn, double dblScale) Scale the Complex Number with the factor
static ComplexNumber	ComplexNumber.Square(ComplexNumber cn) Square the Complex Number
static ComplexNumber	ComplexNumber.SquareRoot(ComplexNumber cn) Compute the Square Root of the Complex Number
static ComplexNumber	ComplexNumber.Subtract(ComplexNumber cn1, ComplexNumber cn2) Subtract the Second Complex Number from the First

Methods in org.drip.quant.fourier with parameters of type ComplexNumber

Modifier and Type	Method and Description
static ComplexNumber	ComplexNumber.Add(ComplexNumber cn1, ComplexNumber cn2) Add the 2 Complex Numbers
static ComplexNumber	ComplexNumber.Divide(ComplexNumber cnNumerator, ComplexNumber cnDenominator) Divide the Numerator Complex Number by the Denominator
static ComplexNumber	ComplexNumber.Exponentiate(ComplexNumber cn) Exponentiate the Complex Number
static ComplexNumber	ComplexNumber.Logarithm(ComplexNumber cn) Compute Logarithm of the Complex Number
static ComplexNumber	ComplexNumber.Multiply(ComplexNumber cn1, ComplexNumber cn2) Multiply the 2 Complex Numbers
static ComplexNumber	PhaseAdjuster.PowerLogPhaseTracker(ComplexNumber cnGNumerator, ComplexNumber cnGDenominator, int iN, int iM) Handling the Branch Switching of the Complex Power Function according Kahl-Jackel algorithm: - http://www.pjaeckel.webspace.virginmedia.com/NotSoComplexLogarithmsInTheHestonModel.pdf
static ComplexNumber	ComplexNumber.Scale(ComplexNumber cn, double dblScale) Scale the Complex Number with the factor
static ComplexNumber	ComplexNumber.Square(ComplexNumber cn) Square the Complex Number
static ComplexNumber	ComplexNumber.SquareRoot(ComplexNumber cn) Compute the Square Root of the Complex Number
static ComplexNumber	ComplexNumber.Subtract(ComplexNumber cn1, ComplexNumber cn2) Subtract the Second Complex Number from the First