Uses of Interface
net.finmath.montecarlo.assetderivativevaluation.products.AssetMonteCarloProduct
Packages that use AssetMonteCarloProduct
Package
Description
Provides classes to build products from descriptors.
Products which may be valued using an
AssetModelMonteCarloSimulationModel.-
Uses of AssetMonteCarloProduct in net.finmath.modelling.productfactory
Classes in net.finmath.modelling.productfactory that implement AssetMonteCarloProductModifier and TypeClassDescriptionstatic classMonte-Carlo method based implementation of a digital option from a product descriptor.static classMonte-Carlo method based implementation of a European option from a product descriptor. -
Uses of AssetMonteCarloProduct in net.finmath.montecarlo.assetderivativevaluation.products
Classes in net.finmath.montecarlo.assetderivativevaluation.products that implement AssetMonteCarloProductModifier and TypeClassDescriptionclassBase class for products requiring an AssetModelMonteCarloSimulationModel for valuation.classImplements the valuation of an Asian option.classImplements valuation of a European option on a basket of asset.classThis class implements the valuation of a Bermudan digital option paying
\( N_{i} \cdot \mathbb{1}(S(T_{i}) - K_{i}) \) at \( T_{i} \),
when exercised in \( T_{i} \), where \( N_{i} \) is the notional, \( \mathbb{1} \) is the indicator function, \( S \) is the underlying, \( K_{i} \) is the strike and \( T_{i} \) the exercise date.classThis class implements the valuation of a Bermudan option paying
N(i) * (S(T(i)) - K(i)) at T(i),
when exercised in T(i), where N(i) is the notional, S is the underlying, K(i) is the strike and T(i) the exercise date.classThis class implements a delta hedged portfolio of an European option (a hedge simulator).classThis class implements a delta and delta-gamma hedged portfolio of an European option (a hedge simulator).classThis class implements a delta hedged portfolio (a hedge simulator).classImplements the valuation of a digital option on a single asset.classImplements calculation of the delta of a digital option.classImplements the valuation of a European option on a single asset.classImplements calculation of the delta of a European option using the likelihood ratio method.classImplements calculation of the delta of a European option using the path-wise method, assuming that the underlying follows a model where d S(T)/d S(0) = S(T)/S(0), e.g., Black-Scholes.classImplements calculation of the delta of a European option using the path-wise method, assuming that the underlying follows a model where
d S(T)/d S(0) = S(T)/S(0),
e.g., Black-Scholes.classImplements calculation of the delta of a European option.classImplements calculation of the delta of a European option using the pathwise method.classImplements calculation of the delta of a European option.classImplements calculation of the delta of a European option using the pathwise method.classImplements calculation of the theta of a European option using the pathwise method.classImplements calculation of the delta of a European option.classImplements calculation of the vega of a European option using the pathwise method.classImplements pricing of a European stock option.classThis class implements a delta hedged portfolio of a given product (a hedge simulator).classThis class implements a delta and delta-gamma hedged portfolio of an European option (a hedge simulator).classImplements the valuation of a forward on a single asset.classImplements the valuation of a forward on a single asset.classThis class implements a mean variance hedged portfolio of a given product (a hedge simulator).Constructors in net.finmath.montecarlo.assetderivativevaluation.products with parameters of type AssetMonteCarloProductModifierConstructorDescriptionDeltaHedgedPortfolioWithAAD(AssetMonteCarloProduct productToReplicate)Construction of a delta hedge portfolio.DeltaHedgedPortfolioWithAAD(AssetMonteCarloProduct productToReplicate, int numberOfBins)Construction of a delta hedge portfolio.