Monte Carlo Simulation
Monte Carlo simulation is a computational technique that uses random sampling to model the probability of different outcomes in complex systems. In finance, it is used to value derivatives, estimate risk, and simulate potential future price paths of assets.
By running thousands or millions of simulations based on defined variables, it generates a distribution of possible results, providing a probabilistic view of risk. This method is particularly useful for pricing exotic options or complex financial structures where analytical formulas like Black-Scholes are insufficient.
It allows for the incorporation of non-linear dynamics and path-dependent features. As a tool for quantitative analysis, it helps traders and risk managers prepare for a wide range of market scenarios.
It is a powerful way to quantify uncertainty and stress-test portfolios against extreme market events.