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
An applied reproduction project on Spread option pricing and hedging using the Carmona-Durrleman approximation based on research papers.
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.
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.
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