There are 3 repositories under pricing-derivatives topic.
Tutorials about Quantitative Finance in Python and QuantLib: Pricing, xVAs, Hedging, Portfolio Optimisation, Machine Learning and Deep Learning
Useful functions for Black–Scholes Model in the Julia Language
Financial Library ( Economic Scenario Generator, Asset Liability Management, Pricing )
Julia Package for Financial Monte Carlo Simulations
Pricing derivatives using the explicit finite-difference method
An Excel integration of OpenGamma Strata.
OpenRedukti is a C++ library for Interest Rate Swaps and Fras, supports bootstrapping of Interest Rate Curves, computing NPV and sensitivities using automatic/algorithmic differentiation. It provides a scripting environment in Python and Ravi (a Lua dialect).
Demonstrates how to price derivatives in a Heston framework, using successive approximations of the invariant distribution of a Markov ergodic diffusion with decreasing time discretization steps. The framework is that of G. Pagès & F. Panloup.
functions and scripts for the course Computational Finance a.c. 2016/2017
A dynamic strategy that replicates the payoff of a derivative described as a stochastic process
Some applications in Financial Mathematics.
Black Scholes Option Pricing calculator with Greeks and implied volatility computations. Geometric Brownian Motion simulator with payoff value diagram and volatility smile plots. Java GUI.
Auxiliary material course Quantitative Finance (Tilburg University)
Matlab code and tools for Quant Research, Data Manipulation and Robust Decision Making
Monte Carlo Pricing with extendable PayOff model
Fast black-scholes-merton option pricing model in Python
Dockerized development environment with QuantLib C++ library based on Alpine Linux
Black-Scholes-Merton Option Pricing application with Greeks written in C++
A Machine Learning Approach to Option Pricing
Homepage of Boris Saulnier
Financial options pricing using Monte Carlo implemented on GPU using CUDA.
Implementation of the Carr-Madan formula for fast derivative pricing of European options.