Blackscholes
This is a web application to calculate and plot Black-Scholes option value using MATLAB algorithms. These algorithms are built into Java .jar files using MATLAB Builder for Java. The code shows how to call these algorithms from the Java web application, which runs within Apache's Tomcat servlet...
Platforms: Matlab
License: Freeware | Size: 30.72 KB | Download (48): Black-Scholes Option Value Web Application - Java/Tomcat Download |
An example to price an Arithmetic Average fixed strike Call option in the Black-Scholes framework using Monte Carlo Control Variate
Platforms: Matlab
License: Freeware | Size: 10 KB | Download (53): Asian Option - Pricing using Monte Carlo Control Variate Method Download |
A Zip file containing the examples that were used in the MathWorks webinar: "Pricing Derivatives Securities using MATLAB".Highlights:* Pricing a portfolio of vanilla options using Black-Scholes, a Binomial Tree and Monte Carlo simulation.* Pricing exotic options using the implied trinomial tree...
Platforms: Matlab
License: Freeware | Size: 327.68 KB | Download (43): Pricing Derivatives Securities using MATLAB Download |
JDprice.m : Compute European call option price using a Log-Uniform Jump-Diffusion model.Algorithm used: Monte Carlo with antithetic and control variates techniques.JDimpv : Compute the implied volatilities from the market values of European calls using a Log-Uniform Jump-Diffusion model. (the...
Platforms: Matlab
License: Freeware | Size: 10 KB | Download (43): Log-Uniform Jump-Diffusion Model Download |
This GUI accepts the various constants needed to run a Black-Scholes calculation for pricing several European options:Put, Call, Straddle, Strangle, Bull Spread, Bear Spread, ButterflyIt plots the pricing surface for the appropriate option and then runs a number of Monte Carlo simulations (d
Platforms: Matlab
License: Freeware | Size: 20.48 KB | Download (47): Simple option pricing GUI Download |
Three case studies: random matrix theory for estimation vs. cross-sectional model for attribution; hedging based on full-repricing instead of Black-Scholes deltas; heuristcs for best K attribution/hedging factors out NTo walk through the code and for a thorough description, seeMeucci A., "Factors...
Platforms: Matlab
License: Freeware | Size: 4.08 MB | Download (45): Factors on Demand Download |