I've never tried to do it and I would appreciate if you can provide some documents, papers, web sites and so on in order I can collect materials to build my own step by step guide. At the end of my studies, I would like to price basket options in R building my own index by weighted sum of several assets' prices. Once you have slogged through all the relatively useless theoretical literature, this paper is a rediscovery and pretty good write-up of how options option pricing is really done in serious quant packages at basket big banks.
Sign up for our newsletter and pricing our top new questions delivered to your inbox see an example. Choi Sum of All Black-Scholes-Merton Models: An Efficient Pricing Method for Spread, Basket, and Asian Options. The method can handle the options on any linear combination of assets such as spread, basket and Asian options.
You can obtain fairly accurate deterministic i. To add and contradict a bit to what Brian B said. The exo desks pricing have multiple positions in basket options frequently price and manage these positions using the moment matching models for efficiency reasons.
For baskets with a lot of stocks, most desks would use a single vol, usually using a proxy like a liquid index options a spread or a multiplier. To develop it from scratch, you could simulate the portfolio of the security combination, and utilize the portfolio's notional value, volatilities into Black Scholes Merton for fair values of ATM options.
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I would like to learn how to price options written on basket of several underlyings. Lisa Ann 5 Hi, what books do you have on the subject so far? No basket, I've got just what I found by Google but pricing doesn't allow me to build up a smoothed learning curve. I will look for something on J.
Hull's Options, futures and derivatives on Tuesday, I hope something is there. The link no longer works. Did options find this question interesting? Try our newsletter Sign up for our newsletter and get our top new questions options to your inbox see an example.
Please click the link in the confirmation email to activate your subscription. You may find my recent paper helpful. An Efficient Pricing Method for Spread, Basket, and Asian Options The method can handle the options on any linear combination of options such as spread, basket and Asian options.
J Choi 1 5. Nivel Egres 56 2. If I understand, you mean that my underlying should be pricing weighted average of each asset's price. Underlying's volatility should therefore come from covariance matrix and the final value of option is BMS with my underlying in input.
Is it possible to use all further models like Heston on this "synthetic" underlying like I would do with the single option? That's enough to derive the variables needed for models such as Heston's.