SciComp's Calibration Tools are robust, standalone calibrators available as ready-to-use Excel spreadsheets and add-ins or Windows/Unix executables. All Calibration Tools can be customized to meet user's particular needs and requirements.
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Heston Stochastic Volatility Calibrator is a least-squares calibration of a Heston model via Levenberg-Marquardt. The Heston model assumes that the underlying asset follows a Black-Scholes process with a stochastic volatility. The Heston model may include asset jumps and be piece-wise constant.
Local Volatility Calibrator is a least-square calibration of local volatility surface for Dupire's model. Jim Gatheral's SVI (stochastic volatility inspired) parameterization models are used to fit the volatility smiles to market data by means of Levenberg-Marquardt. The calibration automatically removes arbitrage opportunities inside and across smiles.
1- or 2-Factor Short Rate Calibrator is a least-square calibration of either a 1-factor, constant parameter Gaussian model, or a 2-factor, constant parameter Gaussian model by means of Levenberg-Marquardt.
ATM Gabillion Calibrator ATM Gabillion Calibrator is (in a least-squares sense) a calibrator for a constant coefficient Gabillion model to a collection of at-the-money future contracts.
ATM Schwartz97 Calibrator is (in a least-squares sense) a calibrator for a constant coefficient Schwartz97 model to a collection of at-the-money future contracts.
CDS Calibrator extracts a piecewise constant hazard curve from standard CDS market quotes.
Large Pool Model Calibrator is an implied correlation for the given expected loss specified by the tranche spreads.
Semi-Analytic Implied Base Correlation Calibrator includes index based structures (e.g., DJ Itraxx, etc.)
SciComp can quickly and economically implement custom calibrators for users that want to implement either public domain or proprietary calibration routines that are tailored to their particular needs and requirements. Custom Calibrators are available for a broad range of pricing models including:
Several parameterizations of the correlation matrix are available as well as several approaches for including volatility skew. Many models accommodate time dependent parameters, either exactly through numerical models of the calibration instruments, or through very fast approximate analytic techniques.
Available optimization techniques include a robust Levenberg-Marquardt algorithm and simulated annealing.
Custom Calibrators may include pricing models for the calibration instruments including analytically advanced equity pricers, stochastic volatility models with jumps, stochastic time change, variance gamma models, and cap and swaption pricers under various short rate models. For calibration to instruments that do not have analytic pricing formulae under the desired model, users may elect to incorporate either a SciFinance®-generated or externally developed finite difference (PDE) or Monte Carlo (SDE) pricing code.
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SciFinance® automates pricing and risk model development
SciPDE™ and SciMC™ are the core SciFinance modules
SciGPU™ achieves blazing fast performance with CUDA and OpenMP
SciCalibrator™ provides pricing model calibration
SciIntegrator™ eases integration
Standalone customizable pricing and calibration tools.
Derivatives Pricing Models
A resource site with examples, documentation and more...
16 - 20 April 2012, Hotel Arts Barcelona
Software vendors and service providers ease GPU adoption
...this approach masks the complexity of parallel programming from the end user, leaving them free to define the characteristics of the pricing model that they want to run on GPUs.