FOXBORO FBM215 Fractional Brownian Motion In Stock

FBM215 is a type of fractional Brownian motion (FBM) with a Hurst index of 0.215. It is a continuous-time stochastic process that is characterized by long-range dependence and self-similarity. FBM215 is often used to model financial markets, as it can capture the long-range correlations and volatility clustering that are observed in these markets.

Features:

• Long-range dependence: FBM215 exhibits long-range dependence, which means that the correlation between the values of the process at two different times decreases slowly as the time difference increases. This makes FBM215 a suitable model for financial markets, as it can capture the long-range correlations that are observed in these markets.
• Self-similarity: FBM215 is self-similar, which means that the process has the same statistical properties at different scales. This makes FBM215 a suitable model for complex systems, such as financial markets, which exhibit self-similarity across different time scales.
• Volatility clustering: FBM215 can be used to model volatility clustering, which is a phenomenon where periods of high volatility are followed by other periods of high volatility. This makes FBM215 a suitable model for financial markets, as volatility clustering is a common phenomenon in these markets.

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