This project aims to price CMS-based payoffs : Forward, Vanilla, and Spread Option.
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Updated
Mar 20, 2026 - Jupyter Notebook
This project aims to price CMS-based payoffs : Forward, Vanilla, and Spread Option.
The R code of the "Sum of all Black-Scholes-Merton models" paper
This C++ program prices multi-asset options (Basket, Rainbow, Exchange, Spread) using Monte Carlo simulation based on Geometric Brownian Motion, supporting interactive parameter input, correlation modeling via Cholesky decomposition, and sensitivity analysis.
This project aims to price Simple and Exotic Options under the Black-Scholes model using Analytical and Monte-Carlo methods. Covered products : Vanilla, Digital, European Barrier, Arithmetic Asian, Spread Option, and Basket.
An applied reproduction project on Spread option pricing and hedging using the Carmona-Durrleman approximation based on research papers.
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