Class AbstractFourierTransformProduct

    • Constructor Detail

      • AbstractFourierTransformProduct

        public AbstractFourierTransformProduct()
    • Method Detail

      • getValue

        public Double getValue​(double evaluationTime,
                               Model model)
        Description copied from interface: Product
        Return the valuation of the product using the given model. Implement this method using a checked cast of the model to a derived model for which the product provides a valuation algorithm. Example: an interest rate product requires that the passed model object implements the interface of an interest rate model. Since there is no polymorphism on arguments (see Double Dynamic Dispatch), we reply on a checked cast.
        Specified by:
        getValue in interface FourierTransformProduct
        Specified by:
        getValue in interface Product
        Parameters:
        evaluationTime - The evaluation time as double. Cash flows prior and including this time are not considered.
        model - The model under which the product is valued.
        Returns:
        Object containing the value of the product using the given model.
      • getValues

        public Map<String,​Object> getValues​(double evaluationTime,
                                                  Model model)
        Description copied from interface: Product
        Return the valuation of the product using the given model. Implement this method using a checked cast of the model to a derived model for which the product provides a valuation algorithm. Example: an interest rate product requires that the passed model object implements the interface of an interest rate model. Since there is no polymorphism on arguments (see Double Dynamic Dispatch), we reply on a checked cast.
        Specified by:
        getValues in interface FourierTransformProduct
        Specified by:
        getValues in interface Product
        Parameters:
        evaluationTime - The evaluation time as double. Cash flows prior and including this time are not considered.
        model - The model under which the product is valued.
        Returns:
        Map containing the value of the product using the given model.
      • getValue

        public double getValue​(CharacteristicFunctionModel model)
                        throws CalculationException
        Description copied from interface: FourierTransformProduct
        This method returns the value random variable of the product within the specified model, evaluated at a given evalutationTime. Note: For a lattice this is often the value conditional to evalutationTime, for a Monte-Carlo simulation this is the (sum of) value discounted to evaluation time. Cashflows prior evaluationTime are not considered.
        Specified by:
        getValue in interface FourierTransformProduct
        Parameters:
        model - The model used to price the product.
        Returns:
        The random variable representing the value of the product discounted to evaluation time
        Throws:
        CalculationException - Thrown if the valuation fails, specific cause may be available via the cause() method.
      • getIntegrationDomainImagLowerBound

        public abstract double getIntegrationDomainImagLowerBound()
        Description copied from interface: FourierTransformProduct
        Return the lower bound of the imaginary part of the domain where the characteristic function can be integrated.
        Specified by:
        getIntegrationDomainImagLowerBound in interface FourierTransformProduct
        Returns:
        the lower bound of the imaginary part of the domain of integration.
      • getIntegrationDomainImagUpperBound

        public abstract double getIntegrationDomainImagUpperBound()
        Description copied from interface: FourierTransformProduct
        Return the upper bound of the imaginary part of the domain where the characteristic function can be integrated.
        Specified by:
        getIntegrationDomainImagUpperBound in interface FourierTransformProduct
        Returns:
        the upper bound of the imaginary part of the domain of integration.