Vanilla and Barrier Options in the Heston Model
A positive-kernel iteration for pricing vanilla, down-and-out and double-knockout calls under Heston stochastic volatility. The method combines Wei–Norman factorization with a closed-form zeroth order and an internal error estimate. I validated prices and Greeks against converged Monte Carlo and QuantLib, and investigated a published benchmark grid where transform and finite-difference values disagree. Solo-author manuscript under review at Quantitative Finance.
