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非整数ブラウン運動
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Wikipedia definition
1. Fractional Brownian motion​In probability theory, a normalized fractional Brownian motion (fBm), also called a fractal Brownian motion, is a continuous-time Gaussian process BH(t) on [0, T 0, T], which starts at zero, has expectation zero for all t in [0, T 0, T], and has the following covariance function: where H is a real number in (0, 1), called the Hurst index or Hurst parameter associated with the fractional Brownian motion.
Read “Fractional Brownian motion” on English Wikipedia
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