Options Greeks & Quantitative Risk
Compute, interpret and aggregate option Greeks in Python, and use scenario analysis and stress testing to understand how options portfolios respond to market moves.
This course turns option pricing theory into working, tested Python code. You will build binomial and trinomial trees, implement the Black-Scholes-Merton model, price path-dependent options with Monte Carlo simulation and solve for implied volatility numerically. Every model is validated against closed-form benchmarks and convergence checks, so you learn both the math and the engineering discipline of numerical pricing.
6 modules · 24 lessons · 6 weeks. Curriculum preview; the final syllabus may change before enrollment opens.
Build a small Python pricing library with tree, analytical and Monte Carlo engines behind one interface
Run a convergence study showing how tree steps and simulation paths affect pricing error
Create an implied volatility solver that handles deep in-the-money, far out-of-the-money and near-expiry edge cases
Quantzivo certificates are completion credentials issued by Quantzivo, not accredited qualifications. Courses teach technical and research skills; they do not promise investment returns or provide investment advice.
Compute, interpret and aggregate option Greeks in Python, and use scenario analysis and stress testing to understand how options portfolios respond to market moves.
Build the core mathematics behind quantitative finance, including calculus, linear algebra, optimization and an introduction to stochastic processes, with Python exercises.
Model realized and implied volatility with GARCH, stochastic and local volatility approaches, build arbitrage-aware volatility surfaces, and run disciplined derivatives research.