Why Is Monte Carlo Simulation a Preferred Method for Path-Dependent Options?

Monte Carlo simulation is preferred for path-dependent options because it can easily model the option's payoff, which depends on the underlying asset's price history (the path). It generates thousands of random price paths and averages the resulting payoffs to determine the option's value.

This is simpler than trying to solve complex multi-dimensional partial differential equations.

How Does the Monte Carlo Simulation Method Apply to Pricing Asian Options?
What Is a ‘Monte Carlo Simulation’ in Option Pricing?
How Does the Monte Carlo Simulation Model Price an Option?
What Is a Monte Carlo Simulation and How Is It Used in Finance?
How Is Potential Future Exposure (PFE) Calculated for an OTC Derivatives Portfolio?
Explain How a Market Maker Uses the Volatility Surface to Quote Prices for Exotic Options
What Alternative Option Pricing Models Exist besides Black-Scholes?
Explain the Concept of “Path Dependence” in Exotic Options

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