Package | Description |
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net.finmath.fouriermethod.calibration.models |
Classes related to the calibration of fourier models.
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net.finmath.fouriermethod.models |
Provides characteristic functions of stochastic processes (models).
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net.finmath.fouriermethod.products |
Provides characteristic functions of payoffs / values (products) and their numerical integration against a given model (valuation).
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net.finmath.fouriermethod.products.smile |
Products which are provide a "smile function" \( K \mapsto V(K) \) mapping a product strike to
the corresponding product value.
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Modifier and Type | Method and Description |
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CharacteristicFunctionModel |
CalibratableProcess.getCharacteristicFunctionModel()
Directly returns the characteristic function.
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Modifier and Type | Class and Description |
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class |
BatesModel
Implements the characteristic function of a Bates model.
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class |
BlackScholesModel
Implements the characteristic function of a Black Scholes model.
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class |
HestonModel
Implements the characteristic function of a Heston model.
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class |
MertonModel
Implements the characteristic function of a Merton jump diffusion model.
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class |
VarianceGammaModel
Implements the characteristic function of a Variance Gamma model.
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Modifier and Type | Method and Description |
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double |
AbstractFourierTransformProduct.getValue(CharacteristicFunctionModel model) |
double |
FourierTransformProduct.getValue(CharacteristicFunctionModel model)
This method returns the value random variable of the product within the specified model, evaluated at a given evalutationTime.
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Modifier and Type | Method and Description |
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Map<String,Function<Double,Double>> |
EuropeanOptionSmileByCarrMadan.getValue(double evaluationTime,
CharacteristicFunctionModel model) |
abstract Map<String,Function<Double,Double>> |
EuropeanOptionSmile.getValue(double evaluationTime,
CharacteristicFunctionModel model) |
Map<String,Function<Double,Double>> |
SmileByIntegralTransform.getValue(double evaluationTime,
CharacteristicFunctionModel model)
Return the value of a family of options with the same maturity for different strikes.
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