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A mathematical model used to estimate the potential outcomes of an uncertain event by running multiple simulations.

A Monte Carlo simulation is a mathematical model used to estimate the probability of different outcomes in systems containing random variables by running thousands of randomized trials.

How Monte Carlo simulations work

A Monte Carlo simulation relies on repeated random sampling to calculate results. Financial analysts use this method to model the probability of different outcomes in a process that cannot easily be predicted due to the intervention of random variables. The model takes its name from the casino destination in Monaco, reflecting the element of chance inherent in games like roulette.

Elephants looking to forecast portfolio returns or assess investment risk often turn to this mathematical technique. Instead of calculating a single average expected return, the simulation tests multiple values for an uncertain variable to generate a large set of possible results. This process produces a probability distribution, which shows a range of potential outcomes and the statistical likelihood of each occurring.

To build the model, an analyst takes a base formula and identifies the variables that have inherent uncertainty, such as interest rates or asset volatility. The system assigns a random value to each variable within a specified numerical range and runs the calculation. Computers repeat this process thousands of times, generating a distribution graph of the final values.

Example

Imagine an agricultural holding company evaluating a commercial peanut farm investment in a region prone to erratic weather. To estimate the potential annual profit, analysts identify two uncertain factors: the yield of peanuts per hectare and the market price of peanuts at harvest. They set mathematical parameters for each variable based on historical agricultural data.

The analysts run a Monte Carlo simulation. In the first trial, the model might randomly select a low peanut yield and an average market price, resulting in a net financial loss. The second trial might combine a high yield with a high market price, resulting in a large profit. The computer runs this simulation 10,000 times to test thousands of different combinations. The final output provides the Elephants reviewing the investment with a clear probability distribution. The data might show a 15% chance of losing money and an 85% chance of generating a profit, allowing the investors to make a calculated decision.

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