Monte Carlo simulation

Quantized calibration in local volatility

Pricing of a derivative should be fast and accurate, otherwise it cannot be calibrated efficiently. Here, Giorgia Callegaro, Lucio Fiorin and Martino Grasselli apply a fast quantization methodology, in a local volatility context, to the pricing of…

Two measures for the price of one

Simulating exposures under the real-world measure followed by repricing under the risk-neutral measure is computationally intensive and dangerous shortcuts are often taken. Here, Harvey Stein combines the real-world measure with the risk-neutral measure…

Cutting edge introduction: The only way is backward

Calculating exposures of products with multiple exercise dates is cumbersome, and deal-dependent. Quants at Numerix have developed an algorithm that streamlines this process and can also help reduce operational risk. Nazneen Sherif introduces this month…

Backward induction for future values

Here, Alexandre Antonov, Serguei Issakov and Serguei Mechkov generalise the American Monte Carlo method to efficiently calculate future values (or exposures) of derivatives using an arbitrage-free model. The resulting algorithm is especially attractive…

SABR symmetry

Typical implementations of the stochastic alpha beta rho model involve asymptotic expansion approximations, which can generate inaccurate prices for long-dated options. But directly solving a pricing partial differential equation incurs high…

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